Abdi W. H. : Proc. Nat. Symp. Special Functions & Appl., gGorakhpur 1986, 159-162. O

Bi-basic functional equation of hypergeometric type.


Abdi W. H. : J. Math. Phys. Sci. 22 (1988), No.1, 79-86. xci

On bibasic analogues of Ramanujan?s results.


Abelman S. & Eyre D. : Computers and Math. with Appl. 20 (1990), No.8, 51-60. lxxii

A numerical study of multistep methods based on continued fractions.


Abhyankar S. S. : Notices of the Amer. Math. Soc. 49 (2002), No.7, August, 759-769. .pdf


Abouzahra M. & Lewin L. : J. Number Theory 21 (1985), 214-244. #171

The polylogarithm in algebraic number fields.


Abouzahra M. & Lewin L. : Aequationes Math. 31 (1986), 315-321. #171

The polylogarithm in the field of two irreducible quintics.


Abramov S. A. : USSR Comp. Maths. Math. Phys. 11 (1971), 324-330. lxxv

On the summation of rational functions.


Abramov S. A. : 1-24, .dvi

EG-eliminations.


Abramov S. A. : 1-13, .dvi

m-Sparse Solutions of Linear Ordinary Differential Equations with Polynomial Coefficients.


Abramov S. A. : 1-8, .dvi

Rational Solutions of Firts Order Linear q-Difference Systems.


Abramov S. A. : 1-6, .dvi

Indefinite sums of rational functions.


Abramov S. A. : 1-5, .dvi

Rational Solutions of linear diffenrence and q-diffenrence equations with polynomials coefficients.


Achuthan P. & Ponnuswamy S. : J. Math. & Physical Sci. 22 (1988), No.6, 663-679. xx / xxxiv2

A theorem of Ramanujan and conversion of continued fractions into powers series.


Achuthan P. & Ponnuswamy S. : Internet. J. Control 48 (1988), No.2, 499-511. xcix

Simultaneous expansion and inversion of the Cauer continued fractions of certain transfer functions.


Achuthan P. & Ponnuswamy S. : J. Approx. Theory 64 No.3 (1991), 291-314. xvi

On general two-point continued fraction expansions and Padé tables.


Achuthan P. & Ponnuswamy S. : J. Computational & Appl. Math. 41 (1992), No.3, 247-264. xxvi

Padč Approximants and Eisenstein-Ramanujan continued fractions.


Achutan P. & Ponnuswamy S. & Sundar S. : Proc. Nat. Symp. Special Functions, Gorakhpur 1986, 50-63. O

On certain special functions, continued fractions and Padé Approximants.


Achuthan P. & Rangarajan R. : J. Math. & Phys. Sci. 24 (1990), No.6, 369-380. xxxiv2

On a continued fraction representation of general Cauer third form.


Achuthan P. & Rangarajan R. : Appl. Numer. Math. 12 (1993), No.4, 297-313. c / upv-i1 / cxlviii

On regular C-fraction and general T-fraction expansions for ratios of basic hyperg. series and Ramanujan type identit.


Achuthan P. & Sundar S. : J. of Mathematical & Physical Sciences 23 (1989), No.6, 481-491.xxiv

Ramanujan functions, continued fractions and rational approximants.


Acreman D. & Loxon J. H. : Aequationes Mathematicae 30 (1986), 106-117. lxxxvi / cxvi

Asymptotic analysis of Ramanujan?s pairs.


Adamchik V. & Wagon S. : Amer. Math. Monthly 104 (1997), No.9, 852-855. #154

A simple formula for Pi.


Adamchik V. S. & Srivastava H. M. : Analysis 18 (1998), 131-144. cv-4

Some series of the zeta and related functions.


Adams C. R. : Annals of Math. (2) 32 (1931), 67-82. cxxv

On multiple factorial series.


Adams C. R. : Bull. Amer. Math. Soc. 37 (1931), 361-400. cxxviii

Linear q-difference equations.


Adams C. R. : Bull. Amer. Math. Soc. 37 (1931), 741-748. cxxv

Transformations of double sequences with applications to Cesáro summability of double series.


Adams C. R. : Trans. Amer. Math. Soc. 34 (1932), 215-230. cxxv

On summability of double series.


Adams C. R. : Annals of Math. (2) 33 (1932), 406-412. cxxv

Note on multiple Dirichlet and multiple factorial series.


Adams C. R. : Bull. Amer. Math. Soc. 39 (1933), 244-252. cxxv

Haussdorff transformations for double sequences.


Adams J. C. : Proc. Cambridge Phil. Soc. 2 (1872), 269-270. cxvii

On some properties of Bernoulli?s number in particular on Clausen?s theorem respecting the fractional parts of these.


Adams W. W. : Proc. Nat. Acad. Sci. 55 (1966), 28-31. Pi : A source book, 368-371.

Asymptotic Diophantine Approximations to e.


Adams W. W. & Davison J. L. : Proc. Amer. Math .Soc 65 (1977), 194-198. liv

A remarkable class of continued fractions.


Adams W. W. & Razar M. J. : Proc. London Math. Soc. 41 (1980), 481-490. xxviii

Multiples of points on elliptic curves and continued fractions.


Adiga C. & Bhargava S. : Inter. J. Math. Ed. Sci. Tech. 14 (1983), 652-654. cxvii

A simple proof for finite double series representations for the Bernoulli, Euler and tangent numbers.


Adiga C. & Berndt B. C. & Bhargava S. & Watson G. N. : Mem. A. M S. 53 (1985) ,No. 315, January, 85pp. O

Chapter 16 of Ramanujan?s second notebook : Theta functions and q-series.


Adiga C. & Somashekara D. D. : Math. Balkanica (N.S.) 12 (1998), No.1-2, 37-45. cxxxiv

On some Rogers-Ramanujan type continued fraction identities.


Adler I. : J. of Algebra 205 (1998), No.1, 227-243. cxlviii

The role of continued fractions in phyllotaxis.


Aebischer B. Math. Zeitsch. 205 (1990), No.1, 49-59.xcviii

The limiting behavior of sequences of Mobius transformations.


Agarwal A. K. : J. Number Theory 28 No.3 (1988), 299-305. xvi

Rogers-Ramanujan identities for n-color partitions.


Agarwal A. K. : Proc. Amer. Math. Soc. 107 (1989), 561-567. lxxv / cxiv

New combinatorial interpretations of two analytic identities.


Agarwal A. K. : Canad. Math. Bull. 32 (1989), 327-332. cxx

Bijective proofs of some n-color partition identities.


Agarwal A. K. : Discrete Appl. Math. 34 (1991), 17-26. l-3

q-functional equations and some partition identities.


Agarwal A. K. & Andrews G. E. : J. Ramanujan Math. Soc. 1 (1986), No.1-2, 16-45. O

On Asai?s polynomials related to the twisting operators of finite classical groups.


Agarwal A. K. & Andrews G. E. : J. Combinatorial Theory Ser. A 45 (1987), No.1, 40-49. liv

Rogers-Ramanujan identites for partitions with " N copies of N, ".


Agarwal A. K. & Andrews G. E. & Bressoud D. M. : J. Indian Math. Soc. 51 (1987), 57-73. cix

The Bailey lattice.


Agarwal A.K. & Berndt B.C. & Krattenthaler C.F. & Mullen G.L. & Ramachandra K. & Waldschmidt M. (Eds.). 2002

Number Theory and Discrete Mathematics. Inter. Conf. In Honour of S. Ramanujan October 2002. Hindustan Book Agency.



Agarwal A. K. & Bressoud D. M. : Pacific J. Math. 136 (1989), No.2, 209-228. lxxviii

Lattice paths and multiple basic hypergeometric series.


Agarwal A. K. & Kalnins E. G. & Miller W. : SIAM J. Math. Anal. 18 (1987), 1519-1538. cxxx

Canonical equations and symmetry techniques for q-series.


Agarwal A. K. & Mullen G. L. : J. Combin. Theory 48 (1988), 120-135. cxxi

Partitions with d(a) copies of a.


Agarwal A. K. & Subbarao M. V. : Canad. Math. Bull. (2) 31 (1988), 210-214. lvi

Further theorems of the Rogers-Ramanujan type theorems.


Agarwal A. K. & Subbarao M. V. : Indian J. Pure & Appl. Math. 22 (1991), No.9, 737-743. cv-3

Some properties of perfect partitions.


Agarwal N. : Ganita 7 (1956), 139-143. lxxvii

Extensions of certain results on partial sums of series of hypergeometric type.


Agarwal R. P. : Ann. Soc. Sci. Bruxelles 64 (1950), 164-168. cviii

Sur une generalisation de la transformation de Hankel.


Agarwal R. P. : Ganita 11 (1950), 17-25. cxxii

On self-reciprocal functions involving two complex variables.


Agarwal R. P. : Bull. Calcuta Math. Soc. 43 (1951), 153-167. cviii

Some properties of the generalised Hankel transformation.


Agarwal R. P. : Ann. Soc. Sci. Bruxelles 67 (1953), 186-202. lxi

Some basic hypergeometric identities.


Agarwal R. P. : Quart. J. Math. (Oxford) (2) 4 (1953), 161-167. lxvi

On integral analogues of certain transformations of well-poised hypergeometric series.


Agarwal R. P. : Proc. Glasgow Math. Assoc. 1 (1953), 182-184. lxvii

Associated basic hypergeometric series.


Agarwal R. P. : Proc. Amer. Math. Soc. 4 (1953), 678-685. lxviii

Some transformations of well-poised basic hypergeometric series of the type 8phi7.


Agarwal R. P. : Proc. Cambridge Phil. Soc. 49 (1953), 441-445. lxviii

On the partial sums of series of hypergeometric type.


Agarwal R. P. : J. London Math. Soc. 34 (1959), 37-46. lxviii

Certain basic hypergeometric identities of the Cayley-Orr type.


Agarwal R. P. : Proc. Cambridege Philos. Soc. 63 (1967), 727-734. lxxvii

Generalized basic hypergeometric series with unconnected bases.


Agarwal R. P. : Quart. J. Math (Oxford) (2) 18 (1967), 181-192. lxxiv

Generalized basic hypergeometric series with unconnected bases. II


Agarwal R. P. : Quart. J. Math. (Oxford) (2) 20 (1969), 121-128. lxvi

Certain basic hypergeometric identities associated with mock theta functions.


Agarwal R. P. : Proc. Cambridge Phil. Soc. 66 (1969), 365-370. lxviii

Certain fractional q-integrals and q-derivatives.


Agarwal R. P. : Quart.J. Math. (Oxford) (2) 21 (1970), 384. lxxiv

Corrigenda " Generalized... II ".


Agarwal R. P. : Math. Student 40 (1972), 389-391. lxxvii

On partial sums of series of hypergeometric type.



Agarwal R. P. : Indian J. Pure & Appl. Math. 4 (1974), 791-801. l-4

Certain basic integral operators and hypergeometric transformations.


Agarwal R. P. : Indian J. Pure Appl. Math. 12 (1981), 728-737. l-4

A family of basic hypergeometric and combinatorial identities and certain summation formulae.


Agarwal R. P. : Indian J. Pure Appl. Math. 14 (1983), 944-954. tf1

Certain three term relations between partial theta functions and summation formulae.


Agarwal R. P. : Adv. Math. 53 (1984), 291-300. xliii3

On the paper " A 'Lost' notebook of Ramanujan.


Agarwal R. P. : Mathematics Student 53 (1985), No.1-4, 135-150, (1987). xix

Some recent works on Ramanujan- an overview.


Agarwal R. P. : Proc. Nat. Symp. Special Functions & Appl. , Gorakhpur 1986, 1-13. O

Special functions and their applications , key note address.


Agarwal R. P. : Math. Student 58 (1991), 121-150. xxxiv

Ramanujan?s last gift.


Agarwal R. P. : J. Math. Phys. Sci. 26 (1992), No.3, 281-290. xxxiv2

Padé approximants, continued fractions and Heine?s q-hypergeometric series.


Agarwal R. P. : Proc. Indian Acad. Sci. (Math. Sci.) 103 (1993), No.3, 269-293.xliii2

Lambert series and Ramanujan.


Agarwal R. P. : Proc. Nat. Acad. Sci. India Sect. A 63 (1993), No.3, 439-490. xci

Analytical generalisations of Rogers-Ramanujan identities.


Agarwal R. P. : J. Math. Phys. Sci. 28 (1994), No.3, 119-132. xxxiv2

Padé approximants, continued fractions and Heine?s q-hypergeometric series. II.


Agarwal R. P. : Proc. Indian Acad. Sci. 64 (1994), 95-107. cv

Mock theta functions - an analytical point of view.


Agarwal R. P. : Toils and Triumphs of Srinivasa Ramanujan, W. H. Abdi (Ed.), 1996, 265-283. O

Ramanujan and Theta Functions.


Agarwal R. P. : Ganita 47 (1996), ???-???. cv

A note on the Laplace transform of the beta function B(x,a).


Agarwal R. P. : J. Indian Math. Soc. (N.S.) 62 (1996), No.1-4, 283-291. cv-3

On the summation of certain double series.


Agarwal R. P. : New Age International Publ. New Delhi, 1999. O

Resonance of Ramanujan?s Mathematics. Volume III.


Agarwal R. P. & Verma A. : Proc. Cambridge Phil. Soc. 63 (1967), 727-734. lxviii

Generalized basic hypergeometric series with unconected bases.


Agarwal R. P. & Verma A. : Quart. J. Math. (Oxford) (2) 18 (1967), 181-192. lxvi

Generalized basic hypergeometric seires with unconnected bases II.


Agnew R. P. : Amer. J. Math. 54 (1932), 648-656. cxxiv

On summability of double sequences.


Agnew R. P. : Tôhoku Math. J. 35 (1932), 244-252. cxxv

On equivalence of methods of evaluation of sequences.


Agnew R. P. : Amer. J. Math. 56 (1934), 62-68. cxxiv

On summability of multiple sequences.


Ahirrao B.R. & More S.V. : Ramanujan Inter. Symp. Anal., Pune 1987, ed. Thakare, Macmillan (1989), 397-409. O

Some Abelian theorems of distribution Hardy transformation.


Ahlbrandt C. : SIAM J. Math. Anal. 24 (1993), No.6, 1597-1621. c / cxviii

Continued fractions representations of maximal and minimal solutions of a discrete matrix Riccati equation.


Ahlbrandt C. D. : J. Approx. Theory 84 (1996), No.2, (Feb.), 188-196. ci / cxix

A Pincherle theorem for matrix continued fractions.


Ahlgren S. : : Indag. Math. (N. S.) 10 (1999), 173-181. #158 / #164

Distribution of parity of the partition function in artihmetic progressions.


Ahlgren S. : Proc. Amer. Math. Soc. 128 (2000), No.5, 1333-1338. #166

The sixth, eigth, ninth and tenth powers of Ramanujan?s theta functions.


Ahlgren S. : Journal of Number Theory 89 (2001), No.2, August, 222-233. m-01

Multiplicative Relations in Powers of Euler's Product.


Ahlgren S. & English L. & Winters R. : Amer. Math. Monthly 104 (1997), No.10, 964-967. #154

An amusing representation of x / sin x.


Alhgren S. & Ono K. : J. Reine Angew. Math. 518 (2000), 187-212. #164

A Gaussian hypergeometric series and Apery number congruences.


Aitken A. C. : Proc. Royal Soc. Edinburgh. Ser. A 46 (1926), 289-305. xlvii2

On Bernoulli?s numerical solution of algebraic equations.


Aitken : Eds. : Proc. Edinburgh Math. Soc. (2) part. 2 16 (1968), 151-176. lxvii

Obituary of A. C. Aitken.


Aiyangar A. A. Krishnaswami : J. Indian Math. Soc. 18 (1929-1930), 214-217. #153

Partial solution to question 784.


Aiyangar A. A. Krishnaswami : J. Indian Math. Soc. 18 (1929-1930), 224. #153

Question 1567.


Aiyangar A. A. Krishnaswami : J. Indian Math. Soc. 18 (1929-1930), 278-285. #153

Some arithmetical identities.


Aiyar M. V. : J. Indian Math. Soc. 18 (1929/1930), 46-50. lxviii

On some elliptic function series.


Aiyar P. V. Seshu : J. Indian Math. Soc. 12 (1920), 81-86. xxxiv2

The Late Mr. Srinivasa Ramanujan, B.A., F.R.S.


Aiyar P.V. Sesshu & Rao R. Ramachandra : Collected Papers of S. Ramanujan , Chelsea,(1962), xi-xix. O

Srinivasa Ramanujan (1887-1920).


Aiyar S. Narayana : J. Indian Math. Soc. 5 (1913), 60-61. xxxiv2

Mr. S. Ramanujan?s theorems on prime numbers.


Aiyar S. Narayana : J. Indian Math. Soc. 5 (1913), 183-186. xxxiv2

Some theorems in summation.


Akhiezer N. I. : American Mathematical Society 1990-1999. O

Elements of the Theory of Elliptic Functions.


Akiyama S. : J. Number Theory 36 (1990), 328-331. lxxxvii / cxviii

Lehmer numbers and an saymptotic formula for Pi.


Akiyama S. & Tanigawa Y. : The Ramanujan Journal 5 (2001), No.4, December, 327-351. O

Multiple Zeta Values at Non-Positive Integers.


Alaogh L. & Erdös P. : Trans. Amer. Math. Soc. 56 (1944), 448-469. #158

On highly composite and similar numbers.


Al-Bassam M. A. : Ramanujan Inter. Symp. on Anal., Pune 1987, ed. N.K. Thakare, Macmillan (1988), 241-275. O

On applications of fractional calculus to differential equations of special functions.


Alder H. L. : Bull. Amer. Math. Soc. 54 (1948), 712-722. cxxii

The nonexistence of certain identities in the theory of partitions and compositions.


Alder H. L. : Pacific J. Math. 4 (1954), 161-168. viii

Generalizations of the Rogers-Ramanujan identities.


Alder H. L. : Amer. Math. Monthly 76 (1969), 733-746. cvi

Partitions identities - from Euler to the present.


Alexits G. : 1961 Pergamon Press. O

Convergence Problems of Orthogonal Series.


Alladi K. : Number Theory Ooctacamund, Indai (1984), (ed.): K. Alladi, Lect. Notes Math. 1122 (1985), 1-37. O

A study of the moments of additive functions using Laplace transforms and sieve methods.


Alladi K. : Number Theory, Madras (1987), (ed.): K. Alladi, Lect. Notes Math. 1395 (1989), 21-63. O

The distribution of additive functions in special sets of integers.


Alladi K. : J. Combin. Theory Ser. A 65 (1994), No.2, 214-245. xiv

On the modified convergence of some continued fractions of the Rogers-Ramanujan type.


Alladi K. : Trans. Amer. Math. Soc. 347 (1995), No.3, 897-914. cii / cxix

Some new observations on the Gollnitz-Gordon and Rogers-Ramanujan identities.


Alladi K. : Amer. Math. Monthly 103 (1996), No.8, 708-713. O

Reviews : Ramanujan: Letters and Commentary, by B.C. Berndt & R.A. Rankin.


Alladi K. : J. Comput. & Appl. Math. 68 (1996), No.1-2, 3-13. #161

The quintuple product identity and shifted partition functions.


Alladi K. : Special Functions, q-Series... M.E.H. Ismail..., (Eds.), A.M.S. 1997, 1-35. O

Refinements of Rogers-Ramanujan Type Identities.


Alladi K. : Trans. Amer. Math. Soc. 349 (1997), No.12, 5001-5019. cxvi

Partition identities involving gaps and weights.


Alladi K. : Trans. Amer. Math. Soc. 349 (1997), 2721-2735. cxvi

A combinatorial correspondence related to Göllnitz?(Big) partition theorem and applications.


Alladi K. : The Ramanujan Journal 2 (1998), No.1/2, 21-37. O

Partition Identities Involving Graps and Weights, II.


Alladi K. : J. Number Theory 69 (1998), 153-180. #159

On a problem theortem of Göllnitz and quadratic transformations.


Alladi K. & Andrews G. E. & Gordon B. : J. Reine Angew. Math. 460 (1995), 165-188. cxvi

Generalizations and refinaments of a partition theorem of Göllnitz.


Alladi K. & Andrews G. E. & Gordon B. : J. of Algebra 174 (1995), 636-658. cxvi

Refinements and generalizations of Capparelli?s conjecture on partitions.


Alladi K. & Erdös P. & Hoggatt V. E. Jr. : Discrete Math. 23 (1978), 201-221. cv-2

On additive partitions of integers.


Alladi K. & Gordon B. : J. Combin. Theory Ser. A 63 (1993), No.2, 275-300. xiii

Partitions identities and a continued fraction of Ramamujan.


Alladi K. & Gordon B. : Manuscripta Math. 79 (1993), No.2, 113-126. xcviii

Generalizations of Schur?s partition theorem.


Alladi K. & Gordon B. : The Rademacher Legacy to Math, Contemporary Math. A.M.S. 166 (1994), 129-139. O

Vanishing coefficients in the expansion of products of Rogers-Ramanujan type.


Alladi K. & Gordon B. : Trans. Amer. Math. Soc. 347 (1995), 1591-1608. cxvi

Schur?s partition theorem, companions, refinements and generalizations.


Alladi K. & Robinson M. L. : J. Reine Angew. Math. 318 (1980), 137-155. #175

Legendre polynomials and irrationality.


Allen E. J. : Math. Gaz. 69 (1985), 261-263. lv

Continued radicals.


Allouche H. & Cuyt A. : Numerical Algorithms 6 (1994), No.1-2, 137-168. xcviii

Singular rules for a multivariate quotient-difference algorithm.


Allouche J. P. : C. R. Acad. Sci. Paris Ser I. Math. 307 (1988), No.12, 631-633. xxv

Sur le developpement en fraction continue de certaines series formalles.


Allouche J.P. & Davison J.L. & Queffelec M. & Zamboni L.Q. : J. of Number. Theory 91 (2001), No.1, Novermber, 39-66. m-01

Transcendence of Sturmian or Morphic Continued Fractions.


Allouche J.P. & Mendčs-France M. & Vander Poorten A.J.: Acta Arith. 59 (1991), No.2, 171-182.xxii

An infinite product with bounded partial quotients.


Almkvist G. : The Fibonacci Quarterly 24 (1986), No.4, 316-322. O

A Solution to a Tantalizing Problem.


Almkvist G. : The Rademacher Legacy to Math., Contemporary Math. A.M.S. 166 (1994), 211-233. O

Wilf?s conjecture and a generalization.


Almkvist G. : Amer. Math. Monthly 104 (1997), No.4, 351-353. lxxxvii / cxvi

Many correct digits of Pi, Revisited.


Almkvist G. : Experimental Math. 7 (1998), No.4, 343-359. F.ps

Asypmtotic Formulas and Generalized Dedekind Sums.


Almkvist G. & Andrews G. E. : J. Number Theory 38 (1991), No.2, 135-144. xvi

A Hardy-Ramanujan formula for restricted partitions.


Almkvist G. & Berndt B. C. : Amer. Math. Monthly 95 (1988), No.7, 585-608. O

Gauss, Landen, Ramanujan, the Arithmetic-Geometric Mean, Ellipses, Pi, and the Ladies Diary.


Almkvist G. & Granville A. : Experimental Math. 8 (1999), No.2, 197-203. .F.ps

Borwein and Bradley?s Apéry-Like Formulae for zeta(4n + 3).


Almkvist G. & Wilf H. S. : J. Number Theory 50 (1995), No.2, 329-334. cii / cxx

On the coefficients in the Hardy-Ramanujan-Rademacher formula for p(n).


Almkvist G. & Zeilberger D. : J. Symbolic Computation 10 (1990), 571-591. #172

The method of differentiating under the integral sign.


Alniacik K. : Acta Arith. 55 (1990), No.4, 301-310. xxiv

Representation of real numbers as sums of U(2)- numbers.


Al-Salam W. A. : Pacific J. Math. 26 (1959), 519-539. cxlii

Some functions related to Bessel polynomials.


Al-Salam W. A. & Fields J. L. : SIAM Review 28 (1986), 576-578. #172

An identity for double hypergeometric series. (Problem 85-24 proposed by H. M. Srivastava.).


Al-Salam W. A. & Ismail M. E. H. : Pacific J. Math. 104 (1983), 269-283. iii

Orthogonal polynomials associated with the Rogers-Ramanujan continued fraction.


Al-Salam W. A. & Ismail M. E. H. : Pacific J. Math. 135 (1988), 209-221. cxxv

q-beta integrals and q-Hermite polynomials.


Al-Salam W. A. & Verma A. : Proc. Amer. Math. Soc. 85 (1982), 360-362. cxxiv

Some remarks on q-beta integrals.


Al-Salam W. A. & Verma A. : SIAM J. Math. Anal. 15 (1984), 414-420. lxxiii / lxxxi1

On quadratic transformations of basic series.


Álvarez de Morales M. & Pérez T.E. & Pińar M.A. & Ronveaux A. : C. F. V, 96, LNPAM 199 (1998), 343-358. O

Orthogonal polynomials associated with a nondiagonal Sobolev inner product with polynomial coefficients.


Alzer H. : J. Number Theory 68 (1998), No.1, 57-62. cxlvii

On rational approximation to e.


Amoretti E. : Nouv. Ann. Math. 14 (1855), 40-44. xxv

Sur la fraction continue 1 / 1+ 1 / 2+ 1 / 3+ 1 / 4+ ...


Amoroso F. : The Ramanujan Journal 1 (1997), No.4, 357-362. O

A Remark on a Theorem of Szegö.


Amoroso F. & David S. : The Ramanujan Journal 5 (2001), No.3, September, 237-246. O

Densité des Points ŕ Coordonnées Multiplicativement Indépendances.


AMS Staf (Eds.) : 1997-1998 AMS. O

Reviews in Number Theory 1984-1996, Volume 1 B : Chapters A-C.


AMS Staf (Eds.) : 1997-1998 AMS. O

Reviews in Number Theory 1984-1996, Volume 2 B : Chapters D-G.


AMS Staf (Eds.) : 1997-1998 AMS. O

Reviews in Number Theory 1984-1996, Volume 3 B : Chapter H-K.


AMS Staf (Eds.) : 1997-1998 AMS. O

Reviews in Number Theory 1984-1996, Volume 4 B : Chapter L-Q.


AMS Staf (Eds. ) : 1997-1998 AMS. O

Reviews in Number Theory 1984-1996, Volume 5 B : Chapter R-Y.


AMS Staf (Eds.) : 1997-1998 AMS. O

Reviews in Number Theory 1984-1996, Volume 6 B : Chapter Z.


Amulya Kummar Bag : Indian J. of History of Sci. 1 (1966), 98-106. xci

Trigonametrical series in the Karanapaddhati and the probable date of the text.


Ananda Rau K. : Proc. London Math. Soc. (2) 34 (1932), 414-440. xxi

On the convergence and summability of Dirichlet?s series.


Anastassiadis J. : 1964 Gauthier Villars. O

Définition des fonctions Eulériennes par des equations fonctionelles.



Anderson D. R. & Apostol T. M. : Duke Math. J. 20 (1953), 211-216. #160

The evaluation of Ramanujan?s sum and generalizations.


Anderson E. S. : Math. Scand. 1 (1953), 261-262. cviii

Two summation formulae for product sums of binomial coefficients.


Anderson G. W. : C. R. Acad. Sci. Paris Ser. I. 311 (1990), 469-472. cxxxvi

The evaluation of Selberg sums.


Anderson G. W. : Forum Mathematicum 3 (1991), 415-417. cxxxvi

A short proof of Selberg?s generalized beta formula.


Anderson G.M. & Qiu S.L. & Vamanamurthy M.K. & Vuorinen M. : Pacific J. Math. 192 (2000), 1-37. #160

Generalized Elliptic integrals and modular equations.


Anderson G.M. & Qiu S.L. & Vuorinen M. : J. Math. Anal. & Appl. 215 (1997), 212-234. #171

Precise estimates for Differences of the Gaussian hypergeometric functions.


Anderson I : 1989 / 1993 ( Oxford University Press ) / Vicens Vives. O

Introducción a la Combinatoria.



Anderson P. G. & Brown T. C. & Shiue P. : Proc. Amer. Math. Soc. 123 (1995), No.7, 2005-2009. xv

A simple proof of a remarkable continued fraction.


Andoyer H. : Bull. Sci. Math. (2) 43 (1908), 207-221. xxv

Sur une classe des fractions continues.


Andrade E. X. L. de & Dimitrov D. K. : RC O.F., M.T. & C.F. V, Brazil 1996, Dekker LNPAM 199 (1998), 1-14. O

Chebyshev-Laurent polynomials and weighted approximation.


Andrea S. A. & Berry T. G. : Linear Algebra & Appl. 161 (1992), 117-134. c / cxvii

Continued fractions and periodic Jacobi matrices.


André-Jeannin R. : C. R. Acad. Sci. Paris Ser. I Math. 308 (1989), 539-541. #163

Irrationalité de la Somme des Inverses de Certaines Suites Récurrentes.


André-Jeannin R. : The Fibonacci Quarterly 28 (1990), No.3, 223-226. O

Lambert Series and the Summation of Reciprocals in certain Fibonacci-Lucas-type Sequences.


Andrews G. E. : Proc. Amer. Math. Soc. 16 (1965), 333-334. lxx

A simple proof of Jacobi?s triple product identity.


Andrews G. E. : Amer. J. Math. 88 (1966), 454-490. xxi

On the theorems of Watson and Dragonette for Ramanujan?s mock theta functions.


Andrews G. E. : Amer. J. Math. 88 (1966), 844-846. lxix

An analyitc proof of the Rogers-Ramanujan Gordon identities.


Andrews G. E. : Quart. J. Math. (Oxford) (2) 17 (1966), 64-80. lxxiii

On basic hypergeometric series, mock theta functions, and partitions (i).


Andrews G. E. : Quart. J. Math. (Oxford) (2) 17 (1966), 132-143. lxxiv

On basic hypergeometric seires, mock theta functions and partitions (ii).


Andrews G. E. : Duke Math. J. 33 (1966), 575-582. lxxxiii

q-identities of Auluck, Carlitz and Rogers.


Andrews G. E. : Michigan J. Math. 13 (1966), 491-498. cvi

On generalizations of Euler?s partition theorem.


Andrews G. E. : J. Combin. Theory 3 (1967), 100-101. cvi

A generalization of a partition theorem of MacMahon.


Andrews G. E. : Glasgow Math. J. 8 (1967), 33-40. cvi

Enumerative proofs of certain q.identities.


Andrews G. E. : J. Combin Theory 2 (1967), 422-430. cvi

Partitions theorems related to the Rogers-Ramanujan identities.


Andrews G. E. : J. Combin Theory 2 (1967), 431-436. cvi

Some new partition theorems.


Andrews G. E. : Glasgow Math. J. 9 (1967), 127-132. cvi

On Schur ?s second partition theorem.


Andrews G. E. : Proc. Amer. Math. Soc. 18 (1967), 945-952. xcvi / ciii

A generalization of the Göllnitz-Gordon partition theorems.


Andrews G. E. : Quart. J. Math. 19 (1968), 433-447. xxxii

On q-difference equations for certain well-poised basic hypergeometric series.


Andrews G. E. : Acta Arithmetica 14 (1968), 429-434. cviii

A new generalization of Schur?s second partition theorem.


Andrews G. E. : Proc. Amer. Math. Soc. 19 (1968), 441-444. cxxii

On partition functions related to Schur?s second partition theorem.


Andrews G. E. : Proc. Amer. Math. Soc. 22 (1969), 552-553. liv

On Ramanujan?s summation of 1psi 1 (a; b; z).



Andrews G. E. : J. Combin. Theory 7 (1969), 262-263. cvi

Some new partition theorems. II.


Andrews G. E. : Amer. Math. Monthly 76 (1969), 66-68. cvi

On radix representation and the Euclidean algorithm.


Andrews G. E. : Proc. Amer. Math. Soc. 20 (1969), 499-502. cvi

Two theorems of Euler and a general partition theorem.


Andrews G. E. : Amer. J. Math. 91 (1969), 18-24. cviii

A general partition theorem with difference conditions.


Andrews G. E. : J. Reine Angew. Math. 236 (1969), 37-42. cxvi

On a partition theorem of Göllnitz and related formulae.


Andrews G. E. : Pacific J. Math. 31 (1969), 555-562. cviii

On a calculus of partition functions.


Andrews G. E. : Trans- Amer. Math. Soc. 145 (1969), 205-221. cxxi

A generalisation of the classical partition theorems.


Andrews G. E. : Proc. Amer. Math. Soc. 25 (1970), 554-558. liv

On a transformation of bilateral series with applications.


Andrews G. E. : Scripta Math. 28 (1970), 297-305. lxviii

A polynomial identity which implies the Rogers-Ramanujan identities.


Andrews G. E. : Glasgow Math. J. 11 (1970), 108-109. cvi

Note on a partition theorem.


Andrews G. E. : J. London Math. Soc. 82) 2 (1970), 571-576. cvi

On a partition problem of J. J. Sylvester.


Andrews G. E. : J. Combin. Theory 10 (1971), 266-270. lxxiv

A new property of partitions with applications to the Rogers-Ramanujan identities.


Andrews G. E. : J. London Math. Soc. (2) 3 (1971), 563-570. cvi

Generalization of the Durfee square.


Andrews G. E. : Studies in Appl. Math. 50 (1971), 345-375. cxxviii

On the foundation of combinatorial theory V : Eulerian differential operators.


Andrews G. E. : Adv. Math. 9 (1972), 10-51. lvii

Partition identities.


Andrews G. E. : J. London Math. Soc (2) 4 (1972), 618-622. lxvi

Summations and transformations for basic Appell series.


Andrews G. E. : Pacific J. Math. 41 (1972), 563-578. lxxxiii

Two theorems of Gauss and allied identities proved arithmetically.


Andrews G. E. : Rocky Mount. J. Math. 2 (1972), 49-56. lxxxv

Lambert series, false theta functions and partitions.


Andrews G. E. : Amer. J. Math. 94 (1972), 1214-1230. #168

Sieves in the theory of partitions.


Andrews G. E. : Illinois J. Math. 16 (1972), 270-275. cxxii

On the Rogers-Ramanujan identities and partial q-difference equations.


Andrews G. E. : The Theory of Arithemtical Functions, Lect. Notes Math. 251, (1972), 1-20. O

Sieves for theorems of Euler, Rogers, and Ramanujan.



Andrews G. E. : Duke Math. J. 40 (1973), 525-528. ??? / cxxviii

On the q-analogue of Kummer?s theorem and applications.


Andrews G. E. : Bull. Amer. Math. Soc. 80 (1974), 1033-1052. lii

A general theory of identities of the Rogers-Ramanujan type.


Andrews G. E. : SIAM Rev. 16 (1974), 441-484. liii

Applications of basic hypergeometric series.


Andrews G. E. : Mem. Amer. Math. Soc. 152. O

On the general Rogers-Ramanujan theorems.


Andrews G. E. : Proc. Nat. Acad. Sci. USA 71 (1974), 4082-4085. lxvii

An analytic generalization of the Rogers-Ramanujan identities for odd moduli.



Andrews G. E. : Memoirs of the Amer. Math. Soc (1974), No.152, 86 pp. O

A general theory of identities of the Rogers-Ramanujan type.


Andrews G. E. : Proc. London Math. Soc. 30 (1975), 330-346. xlvi

On Rogers-Ramanujan type identities related to the modulus 11.


Andrews G. E. : Amer. Math. Monthly 82 (1975), 830-833. cvi

A theorem on reciprocal polynomials with applications to permutations and compositions.


Andrews G. E. : Trans. Amer. Math. Soc. 204 (1975), 40-64. cix

On the Alder polynomials and a new generalisation of the Rogers-Ramanujan identities.


Andrews G. E. : Proc. Amer. Math. Soc. 53 (1975), 240-245. cxxix

Identities in combinatorics. II : A q-analog of the Lagrange inversion.


Andrews G. E. : Houston J. Math. 2 (1976), 289-298. lxvi

On identities implying the Rogers-Ramanujan identities.


Andrews G. E. : SIAM J. Math. Anal. 7 (1976), 332-336. cxxx

On q-analogues of the Watson and Whipple summations.


Andrews G. E. : Inventiones Math. 41 (1977), 91-102. cxxi

Partitions, q-series and the Lusztig-Macdonal-Wall conjectures.


Andrews G. E. : Pacific J. Math. 72 (1977), 283-291. #168

Plane Partitions (II) : The equivalence of the Bender-Knuth and MacMahon Conjectures.


Andrews G. E. : Proc. Nat. Acad. Sci. USA 74 (1997), 426-429. #178

MacMahon's conjecture on symmetric plane partitions.


Andrews G. E. : Amer. Math. Monthly. 86 (1979), 89-108. i

An introduction to Ramanujan?s "lost" notebook.


Andrews G. E. : Austral Math. Soc. Gaz. 6 (1979), 80-89. lxxxix

An incredible formula of Ramanujan.


Andrews G. E. : Proc. Symp. Pure Math. ( D. Ray-Chaudhuri ed. ) Vol. 34 AMS (1979), 1-24. #150

Connection coefficients problems and partitions.


Andrews G. E. : Inventiones Math. 53 (1979), 193-225. #171

Plane Partitions (III) : The Weak Macdonald Conjecture.


Andrews G. E. : SIAM J. Math. Anal. 11 (1980), 787-792. cxx

Notes on the Dyson conjecture.


Andrews G. E. : Adv. Math. 41 (1981), 137-172. iv1

Ramanujan?s "Lost" notebook : I : Partial Theta Functions.


Andrews G. E. : Adv. Math. 41 (1981), 173-185. iii

Ramanujan?s "Lost" notebook : II : Theta -Function Expansions.


Andrews G. E. : Adv. Math. 41 (1981), 186-208. i

Ramanujan?s "Lost" notebook : III : The Rogers-Ramanujan continued fraction.


Andrews G. E. : Proc. Natl. Acad. Sci. USA 78 (1981), 5290-5292. liii

The hard-hexagon model and Rogers-Ramanujan type identities.


Andrews G. E. : Pacific J. Math. 95 (1981), 251-256. lxxviii

The Rogers-Ramanujan reciprocal and Minc?s partition function.


Andrews G. E. : Houston J. Math. 6 (1981), 11-22. lxxxii

Multiple q-series identities.


Andrews G. E. : Lectures Notes in Math. , Springer Vol. 899 (1981), 10-48. cxxvi

Mordell integrals and Ramanujan lost notebook.


Andrews G. E. : Math. Chronicle 11 (1982), 1-15. lii

L. J. Rogers and the Rogers-Ramanujan identities.


Andrews G. E. : Adv. Math. 53 (1984), 55-74. iv1

Ramanujan?s "Lost" notebook : IV : Stacks and alternating parity in partitions.


Andrews G. E. : Pacific J. Math. 114 (1984), 267-283. v

Multiple series Rogers-Ramanujan type identities.


Andrews G. E. : J. Australian Math. Soc. Ser. A : 37 (1984), 17-26. vii

On the Wall Polynomials and L-M-W Conjectures.


Andrews G. E. : Trans. Amer. Math. Soc. 283 (1984), 451-458. lxxxiii

Hecke modular forms and the Kac-Peterson identities.


Andrews G. E. : Memoirs of the Amer. Math. Soc. 49 (1984), No.301, May, 44 pp. O

Generalized Frobenius partitions.


Andrews G. E. : London Math. Soc. Lect. Notes Ser. No. 103 (1985), 1-23 Surveys in Combinatorics, C.U.P.,. cxx

Combinatorics and Ramanujan's 'Lost Notebook'.



Andrews G. E. : Adv. Math. 61 (1986), 156-164. iv1

Ramanujan?s "Lost" notebook : V : Euler?s partition identity.


Andrews G. E. : Amer. Math. Monthly. 93 (1986), 708-711. f

Questions and conjectures in partition theory.


Andrews G. E. : Trans. Amer. Math. Soc. 293 (1986), 113-134. v

The fifth and seventh order mock theta functions.


Andrews G. E. : J. Number Theory 23 (1986), 285-293. xli / cxi

EUREKA ! num = tri + tri + tri.


Andrews G. E. : Conference Board of the Math. Sci. Regional Confer. Ser. in Math. No. 66 (1986), xii + 130 pp. O

q-series : Their development and application in analysis, number theory, comniatorics, physics, and computer algebra.


Andrews G. E. : Amer. Math. Monthly 94 (1987), No.5, 437-439. O

Further Problems on Partitions.


Andrews G. E. : Amer. Math. Monthly 94 (1987), No.10, 1011. O

Problem 6562 ( Euler?s pentagonal number theorem ).


Andrews G. E. : Rocky Mountain J. Math. 17 (1987), No.4, 659-672. lvi

The Rogers-Ramanujan identities without Jacobi?s triple product.


Andrews G. E. : J. Combin Theory Ser. A 44 (1987), No.2, 267-273. cxxxii

Catalan numbers, q-Catalan numbers and hypergeometric series.


Andrews G. E. : Indian J. Math. 29 (1987), No.2, 117-125. cv

Rogers-Ramanujan identities for two-color partitions.



Andrews G. E. : Aequationes Math. 33 (1987), 230-250. #171

Plane Partitions (IV) : A conjecture of Mills-Robbins-Rumsey.


Andrews G. E. : Ramanujan Revisited, Proc. Centenary Conference Univ. Illinois (1987), AP (1988), 47-56. O

Ramanujan?s fifth order mock theta functions as constant terms.


Andrews G. E. : Number Theory, Madras (1987), (ed.): K. Alladi, Lect. Notes Math. 1395 (1989), 64-72. O

An identity of Sylvester and the Rogers-Ramanujan identities.


Andrews G. E. : Ramanujan Inter. Symp. on Analysis, Pune (1987), ed. N. K. Thakare, Macmillan (1989), 85-95. O

A formula of Ramanujan from the lost notebook.


Andrews G. E. : Proc. on q-series & partitions, March 7-11 1988, IMA Vol. 18, Springer (1989), 1-14. O

On the proof of the Rogers-Ramanujan identities.


Andrews G. E. : Proc. Symp. Pure Math. 49 part 2, Theta Function Bowdoin 1987, A.M.S. (1989), 283-298. O

Mock theta functions.


Andrews G. E. : Indian J. Math. 32 (1990), No.3, 207-216. xxii

A page from Ramanujan?s lost notebook.


Andrews G. E. : J. Amer. Math. Soc. 3 (1990), 653-669. lxxxiii

Euler?s " Exemplum memorabile inductionis fallacies " and q-trinomial coefficients.


Andrews G. E. : Progress Math 85 (1990), 1-11, B.C. Berndt (Ed.), Analytic Number Theory (Birkhäuser). civ / cxxix

q-trinomial coefficients and Rogers-Ramanujan type identities.


Andrews G. E. : Séminaire Lotharingien de Combinatoire 25 (1990), B25f, 12pp. F.ps

Three Aspects of Partitions.


Andrews G. E. : Illinois J. Math. 36 (1992), 251-274. xlvii / xli / lxxvi

Bailey chains and generalized Lambert series : I. Four identities of Ramanujan.


Andrews G. E. : The Rademacher Legacy to Math., Contemporary Math. A.M.S. 166 (1994), 141-154. O

Schur?theorem, Capparelli?s conjecture and q-trinomial coefficients.


Andrews G. E. : Math. Intelligencer 16 (1994), No.4, 16-18. O

The death of proof ? Semi-rigorous mathematics ? You?ve got to be kidding !.


Andrews G. E. : J. Combin. Theory Ser. A 66 (1994), 28-39. #171

Plane Partitions (V) : The t.s.s.c.p.p. conjecture.


Andrews G. E. : J. Symbolic Comput. 20 (1995), 487-501. #174

On a Conjecture of Peter Borwein.



Andrews G. E. : Electronic J. Combinatorics 3 (1996), (2), R21. ejc1

Pfaff?s method (III) : Comparison with the WZ method.


Andrews G. E. : The Ramanujan Journal 1 No.1 (1997), 7-23. O

The Well-Poised Thread : An Organized Chronicle of Some Amazing Summations and Their Implications.


Andrews G. E. : Amer. Math. Monthly 104 (1997), No.10, 918-925. #154

Simplicity and surprise in Ramanujan?s "Lost" notebook.


Andrews G. E. : Séminarie Lotharingien de Combinatoire 42 (1998), B42a, 16pp. F.ps

Some debts I owe.


Andrews G. E. : The Ramanujan Journal 6 (2002), No.1, March, 5-6. O

Preface.


Andrews G. & ?????? : Advances in Appl. Math. 25 (2000), No.1, 2-11. #164

An infinite family of Engel expansions of Roger-Ramanujan type.


Andrews G. E. & Askey R. : Aequationes Math. 18 (1978), 333-337. liii

A simple proof of Ramanujan?s summation of the 1 psi 1.


Andrews G. E. & Askey R. : Proc. Amer. Math. Soc. 81 (1981), 97-100. cxxi

Another q-extension of the beta function.


Andrews G. E. & Askey R. & Berndt B.C. & Ramanathan K.G. & Rankin R.A. (eds.): A. P. 1988, xx + 609pp. O

Ramanujan Revisited, Proc. of the Centenary Conference University of Illinois at Urbana-Champaing June 1-5, 1987.


Andrews G. E. & Baxter R. J. : Amer. Math. Monthly 96 (1989), No.5, 401-409. O

A Motivated Proof of the Rogers-Ramanujan Identities.


Andrews G. E. & Baxter R. J. & Forrester P. J. : J. Stat. Phys. 35 (1984), 193-266. lxii

Eight-vertex SOS model and generalized Rogers-Ramanujan-type identities.


Andrews G. E. & Baxter R. J. & ... : European J. Combinatorics 8 (1987), 341-350. eujc1

Partitions with prescribed hook differences.


Andrews G.E. & Berndt B.C. & Jacobsen L. & Lamphere R.L. : Lect. Notes Math. 1395 (1989), 73-83. O

Variations on the Rogers-Ramanujan continued fraction in Ramanujan?s notebooks.


Andrews G.E. & Berndt B.C. & Jacobsen L. & Lamphere R.L. : Memo. A. M. S. 99 (1992), No.477, Sep., 71 pp. O

The continued fractions found in the unorganized portions of Ramanujan?s notebooks.


Andrews G. E. & Bowman D.: Proc. Amer. Math. Soc. 123 (1995), (No.11 Nov), 3343-3350. xvi

A full extension of the Rogers-Ramanujan continued fraction.


Andrews G. E. & Bressoud D. M. : Discrete Math. 49 (1984), 223-236. cv

Identities in combinatorics III : Further aspects of ordered set sorting.


Andrews G. E. & Burge W. H. : Pacific J. Math. 158 (1993), 1-14. cxxxviii

Determiant identities.


Andrews G. E. & Dyson F. J. & Hickerson D. : Inventiones Math. 91 (1988), 391-407. cxxix

Partitions and indefinite quadratic forms.



Andrews G. E. & Garvan F. G. : Bull. Amer. Math. Soc. 18 (1988), No.2, 167-171. #156

Dyson?s crank of a partition.


Andrews G. E. & Garvan F. G. : Adv. Math. 73 (1989), 242-255. xliii3

Ramanujan?s "Lost" notebooks VI : The mock theta conjectures.


Andrews G. E. & Goulden I. P. & Jackson D. M. : J. Combin Theory Ser. A 43 (1986), 70-84. cxxix

Shak?s convergence acceleration transform, Padé approximants and partitions.


Andrews G. E. & Hickerson D. : Adv. Math. 89 (1991), No.1, 60-105. lvii

Ramanujan?s "Lost" notebooks VII : The six order mock theta functions......


Andrews G. E. & Jackson D. M. : Pacific J. Math. 14 (1990), 207-218. cviii

An algebraically derived q-analog of a character sum associated with a class of semiregular permutations.


Andrews G. E. & Kitaoka Y. : J. Number Theory 34 (1990), No.1, 54-62. cxxxv

A result on q-series and its application to quadratic forms.


Andrews G. E. & Knopfmacher A. & Knopfmacher J. : J. Number Theory 80 (2000), No.2, February, 273-290. #164

Engel expansion and the Rogers-Ramanujan identities.


Andrews G. E. & Lewis R. : J. Number Theory 85 (2000), No.1, November, 74-84. #167

The Ranks and Crank of Partitions moduli 2, 3, and 4.


Andrews G. E. & Olsson J. B. : J. Reine Angew. Math. 413 (1991), 198-212. cxvi

Partition identities with an application to group representation theory.


Andrews G.E. & Paule P. : Séminaire Lotharingien de Combinatoire 42 (1998), B42i, 24pp. F.ps

MacMahon?s Partition Analysis IV : Hypergeometric Multisums.


Andrews G. E. & Plínio O. & Santos J. : The Ramanujan Journal 1 (1997), No.1, 91-99. O

Rogers-Ramanujan Type Identities for Partitions with Attached Odd Parts.


Andrews J.J. & Lacher R.C. : Aequa. Math. 16 (1977), 137-147. liii

Stacked exponents.


Andrews G. E. & Schilling A. & Warnaar S. O. : J. Amer. Math. Soc. 12 (1999), No.3, 677-702. #166

An A2 Bailey lemma and Rogers-Ramanujan type identities.


Angelesko M. A. : C. R. Acad. Sci. Paris Ser. A 168 (1919), 262-265. lxvii

Sur deux extensions des fractions continues algébriques.


Angell D. : Bull. Austral. Math. Soc. 38 (1988), No.1, 67-76. xxv

The limiting behaviour of certain sequences of continued fractions.


Aomoto K. : Ramanujan Revisited, Proc. Centenary Conference Univ. Illinois (1987), AP (1988), 591-605. O

Correlation functions of the Selberg integral.


Aomoto K. : Proc. Symp. Pure Math. 49 part 2, Theta Functions Bowdoin 1987, A.M.S. (1989), 279-281. O

On the complex Selberg integral.



Aparicio Bernardo E. : 1998 Editorial Universidad del Pais Vasco . O

Teoría de Funciones de Variable Compleja.



Apéry F. : The Math. Intell. 18 No.2 (1996), 54-61. O

Roger Apéry, 1916-1994 : A Radical Mathematician.


Apéry R. : C. R. Acad. Sci. Paris 251 (1960), 1451-1452. #153 / 161

Sur une équation diophantienne.


Apéry R. : Journées Arithétiques Luminy , Astérisque 61 (1979), 11-13. viii

Irrationalité de Zeta(2) et Zeta(3).


Apéry R. : Bull. Section des Sci. Bibliothéque National Paris, Tome III (1981), 37-53. viii

Interpolation des fractions continues et irrationalite de certaines constantes.


Apostal T. M. : Duke Math. J. 17 (1950), 147-157. lxxxiii

Generalized Dedekind sums and transformation formulae of certain Lambert series.


Apostol T. M. : Pacific J. Math. 1 (1951), 161-167. #158

On the Lerch Zeta function.


Apostol T. M. : Proc. Amer. Math. Soc. 5 (1954), 239-243. #168

Some series involving the Riemann zeta function.


Apostol T. M. : Proc. Amer. Math. Soc. 15 (1964), 618-622. #153

A short proof of Shô Iseki?s functional equation.


Apostol T. M. : The Math. Intell. 5 (1983), No.3, 59-60. O

A Proof that Euler Missed : Evaluating zeta(2) that Easy Way.



Apostol T. M. : The Math. Intell. 5 (1983), No.5, 59-60. Pi : A source book, 456-457.

A Proof that Euler Missed : Evaluating zeta(2) that Easy Way.


Apostol T. M. : Amer. Math. Monthly 106 (1999), No.5, 409-419. #154

An elementary view of Euler?s summation formula.


Apostol T.M. & Vu T.H. : J. Number Theory 19 (1984), 85-102. xxxix2 / cx

Dirichlet series related to the Riemann zeta-function.


Appel K. & Hacken W. : Illinois J. Math. 21 (1977), 429-490. cxlii

Every planar map is four colorable I. Discharging.


Appel K. & Hacken W. : Illinois J. Math. 21 (1977), 491-567. cxlii

Every planar map is four colorable II. Reducibility.


Appell P. : Math. Ann. 19 (1882), 84-102. xlvii2

Sur une classe de fonctions analogues aux fonctions Eulériennes.


Appel P. & Lacour E. : 2nd. Ed. 1922 Gauthier Villars. O

Pricciples de la Théorie des Fonctions Elliptiques et Applications.


Aptekarev A. I. & Kalyagin V. A. : Lect. Notes Math. (Rational Approx.), 1237 (1987), 145-160. cxxxi

Analytic proper. of two-dimensional continued P-fraction expans. with periodical coefficients and their P-H Approx.


Arakawa T. : Comment. Math. Univ. St. Pauli 42 (1993), No.1, 81-92. xcvi / cxv

A note on the Hirzebruch sum.


Arenas A. : Manuscripta Math. 57 (1987), 469-475. #157 / #152

On the summation of singular series.


Arenas A. : 4ş Conf. Canad. Number Theory Assoc. 1994, K. Dilcher (ed.), 1995 AMS, 1-11. O

On the number of genera of positive-definite integral ternary quadratic forms.


Argyros I. K. : Rev. Acad. Cienc. Zaragoza (2) 42 (1987), 18-23. xcviii

On the solution by series of some nonlinear equations.


Arias de Reyna J. : J. Combin. Theory Ser. B 70 (1997), No.2, 259-264. cxlviii

Finite fields and Ramanujan graphs.


Arkin J. : Amer. Math. Monthly 73 (1966), 1087-1090. xlv

An extension of a theorem of Ramanujan.



Arkin J. : Duke Math. J. 38 (1970), 403-409. ciii

Researches on partitions.


Arndt J. & Haenel Ch. : Translation English, Springer Verlag 2000/2001. O

Pi Unleashed.


Arnold C. : Numer. Algorithms 15 (1997), No.1, 111-134. cxlviii

Formal continued fractions solutions of the generalized second order Riccati equations.


Arnold V. I. : Comm. Pure & Appl. Math. 42 (1989), No.7, 993-1000. ci / cxx

A-graded algebras and continued fractions.



Arnold V. I. : 1995 Mir-Rubińos-1860. O

Ecuaciones Diferenciales Ordinarias.



Arnoux P. & Nogueira A. : Ann. Sci. Ecole Norm. Sup. (4) 26 (1993), No.6, 645-664. xcix / cxvii

Mesures de Gauss pour des algorithmes de fractions continues multidimensionnelles.


Arthur J. : Proc. Indian Acad. Sci. (Math. Sci.): Ramanujan B.C.V. 97 (1987), No.1-3, 3-19. O

The Characters of supercuspidal representations as weighted orbital integrals.


Artin E. : B. G. Teubner 1931. O

Die Theorie der Gammafunktion.


Artin E. : Athena Series, Holt, Rinehart and Winston 1964. O

The Gamma Function.


Arwin A. : Annals of Math. (2) 26 (1925), 247-272. lii

On continued fractions in the theory of binary forms.


Arwin A. : J. Reine Angew. Math. 155 (1926), 111-128. lii

Einige periodische kettenbruchentwicklungen.


Arya S. P. : Ganita-Sandesh 1 (1987), No.1-2, 33-40. lxxxi1

Srinivasa Ramanujan : The Mathematician.


Ash J. M. : Amer. Math. Monthly 96 (1989), No. 10, 873-885. O

Unqueness of representation by trigonometric series.



Ash R. B. : Academic Press Inc. New York London 1971. O

Complex Variables.


Askey R. : Tôhoku Math. J. 24 (1972), 109-119. #175

Positive Jacobi polynomial sums.


Askey R. : Trans. Amer. Math. Soc. 179 (1973), 71-84. #176

Summability of Jacobi series.


Askey R. (ed.) : 1975 Academic Press. O

Theory and Applications of Special Functions.


Askey R. : Appl. Anal. 8 (1978), 125-141. liii

The q-gamma and q-beta functions.


Askey R. : Amer. Math. Monthly. 87 (1980), 346-359. iii

Ramanujan?s extensions of the gamma and beta functions.


Askey R. : SIAM J. Math. Anal. 11 (1980), 938-951. cxx

Some basic hypergeometric extension of integrals of Selberg and Andrews.


Askey R. : Quart. J. Math. (Oxford) (2) 32 (1981), 255-266. cxxxii

A q-extension of Cauchy?s form of the beta integral.


Askey R. : Proc. Amer. Math. Soc. 85 (1982), 192-194. lxxxvi / cxiv

Two integrals of Ramanujan.


Askey R. : SIAM J. Math. Anal. 13 (1982), 1008-1010. cxx

A q-beta integral associated with BC.


Askey R. : Proc. Amer. Math. Soc. 90 (1984), 575-579. cxxix

The very well poised 6phi6.


Askey R. : Math. Annalen 268 (1984), 123-126. #153

Remarks on the preceding paper by Gavin Brown and Edwin Hewitt.


Askey R. : Rocky Mount. J. Math. 15 (1985), 311-318. ii

Appendix to " Chapter 12 of Ramanujan?s second notebook : continued fractions".


Askey R. : Rend. del Sem. Mat. de la Univ. Torino (1985), 1-22. cxxxvi

Some problems about special functions and computations.


Askey R. : J. Approx. Theory 46 (1986), 213-216. cxxxii

Limits of some q-Laguerre polynomials.


Askey R. : Amer. Math. Monthly 94 (1987), No.2, 199-201. O

Solution problem Adv. 6497 [ 1985, 362] : q-Analogues of a Gamma Function Identity.


Askey R. : Amer. Math. Monthly 94 (1987), No.10, 1012-1014. O

Problem 6514 [ 1986, 304 ], Solution.


Askey R. : J. Indian Math. Soc. 51 (1987), 27-36. xxxiii

An integral of Ramanujan and orthogonal polynomials.



Askey R. : Indian J. Math. 29 (1987), 101-105. lvi

Ramanujan?s 1psi1 and formal Laurent series.


Askey R. : Number Theory, Madras (1987), (ed.): K. Alladi, Lect. Notes Math. 1395 (1989), 84-121. O

Beta integrals and the associated orthogonal polynomials.


Askey R. : Ramanujan Revisited, Proc. Centenary Conference Univ. Illinois (1987), AP (1988), 561-590. O

Beta integrals in Ramanujan?s papers, his unpublished work anf further examples.


Askey R. : Proc. Ramanujan Cent. Inter. Conf., Annamalainagar 1987, Ramanujan Math. Soc. (1988), 85-102. O

Beta integrals and q-extensions.


Askey R. : Number Theory and Related Topics, Bombay (1988), T.I.F.R. - O.U.P. (1989), 1-12. O

Variants of Clausen?s formula for the square of special 2F1.


Askey R. : Proc. on q-series & partitions, March 7-11 1988, IMA Vol. 18, Springer (1989), 151-158. O

Continuous q-Hermite polynomials when q > 1.


Askey R. : Ramanujan Inter. Symposium on Analysis, Pune (1987), ed. N. K. Thakare, Macmillan 1989, 1-83. O

Ramanujan and hypergeometric and basic hypergeometric series.


Askey R. : Proc. Symp. Pure Math. 49 part 2, Theta Function Bowdoin 1987, A.M.S. (1989), 299-321. O

Orthogonal polynomials and theta functions.


Askey R. : Russian Math. Survey 45 (1990), No.1, 37-86. xxxii

S. Ramanujan and Hypergeometric and basic hypergeometric series.


Askey R. : CWI Quarterly 5 (1992), No.4, 251-269. cxxxiv

The world of q.


Askey R. A. : Proc. Indian Acad. Sci. (Math. Sci.) 104 (1994), 237-243. lxii2

Gaussian quadrature in Ramanujan?s second notebook.



Askey R. : Rendiconti di Mat. e delle sue Appl. (Ser. 7) 14 (1994), 135-144. cxxxviii

Finite differences and orthogonal polynomials.


Askey R. : B.C. Berndt - F. Gesztesy (eds.), Contemporary Mathematics 236 (1999), 1-13. O

Continued fractions and orthogonal polynomials.


Askey R. : Séminaire Lotharingien de Combinatoire 42 (1998), B42a. 24pp. F.ps

The Work of George Andrews a Madison Perspective.


Asky R. & Gasper G. : Amer. J. Math. 98 (1976), 709-737. #165

Positive Jacobi polynomials sums II.


Asket R. & Gasper G. & Ismail M. : J. Approx. Theory 13 (1975), 413-420. cxxxvii

A positive sum from summability theory.


Askey R. & Ismail M. E. H. : Proc. Amer. Math. Soc. 77 (1979), 218-222. lxxiv

The very well poised 6phi6.


Askey R. & Ismail M. : Memoirs of the Amer. Math. Soc. 49 (1984), No.300, May, 108 pp. O

Recurrence relations, continued fractions and orthogonal polynomilas.


Askey R. & Ismail M. E. H. & Van Assche W. : Journal of Computational and Applied Math. 133 (2001), No.1-2, 1-11. m-01

Ted Chihara and his work on orthogonal polynomials.


Askey R. & Koornwinder A. N. & Schempp W. (Eds.) : Reidel Publishing. Co. 1984. O

Special Functions : Group Theoretical Aspect and Applications.


Askey R. & Roy R. : Rocky Mount. J. Math. 16 (1986), 365-372. xciv / civ

More q-beta integrals.


Askey R. & Steining J. : Trans. Amer. Math. Soc. 187 (1974), 295-307. cxxxvi

Some positive trigonometric sums.


Askey R. &. Wilson J. : SIAM J. Math. Anal. 13 (1982), 651-655. lxxxv

A set of hypergeometric orthogonal polynomials.


Askey R. & Wilson J. A. : J. Austral. Math. Soc. Ser. A 36 (1984), 267-278. cxxxvii

A recurrente relation generalizing those of Apéry.


Atanassov K. T. & Knott R. & Ozeki K. & Shannon A. G. & Szalay L. : The Fibonacci Quarterly 41 (2003), No.1, February, 20-22. O

Inequalities among Related Pairs of Fibonacci Numbers.


Atkin A. O. L. : Glasgow Math. J. : 8 (1967), 14-32. xl

Proof of a conjecture of Ramanujan.


Atkin A. O. L. : Duke Math. J. 34 (1967), 57-58. cxxii

Note on a paper of Cheema and Gordon.


Atkin A. O. L. : Canad. J. Math. 20 (1968), 67-78. #158

Ramanujan congruences for P-k (n).


Atkin A. O. L. : Proc. London Math. Soc. 18 (1968), 563-576. #165

Multiplicative congruence properties of p(n) and c(n) modulo powers of 13.


Atkin A. O. L. : Bull. London Math. Soc. 1 (1969), 191-192. cxix

Note on a paper of Rankin.


Atkin A. O. L. : Proc. London Math. Soc. (3) 18 (1969), 563-576. #149

???.


Atkin A. O. L. & O?Brien J. N. : Tran. Amer. Math. Soc. 126 (1967), 442-459. #158

Some properties of p(n) and c(n) modulo powers of 13.


Atkin A. O. L. & Lehner J. : Math. Annalen 185 (1970), 134-160. #176

Hecke operator on gamma(m).


Atkin A. O. L. & Swinnerton-Dyer P. : Proc. London Math. Soc. (3) 4 (1954), 84-106. lvii

Some properties of partitions.


Atkinson M. D. : Amer. Math. Monthly 93 (1986), No.5, 387-389. Ó

How to compute the series expansions of sec x and tan x.


Auluck F. C. & Chowla S. : J. Indian Math. Soc. (N.S.) 4 (1940), 169-173. #153

Some properties of a function considered by Ramanujan.


Auric A. : J. Math. Pures et Appl. (6) 3 (1907), 105-206. xiii

Recherches sur les fractions continues algébriques.


Auslander L. & Tolimieri R. : Bull. Amer. Math. Soc. (N.S.) 11 (1979), 847-897. cxxxviii

Is computing with finite Fourier transform pure or applied mathematics.


Avakumovic V. G. : Amer. J. Math. 62 (1940), 877-880. #160

Neuer beweis eines satzes von G.H. Hardy and S. Ramanujan über das asymptotische verhalten der zerfällungkoe.



Ayoub R. : Math. Surveys No. 10, 1963 American Mathematical Society. O

An Introduction to the Analytic Theory of Numbres.


Ayoub R. : Amer. Math. Monthly 81 (1974), 1067-1086. xlvii2

Euler and zeta-function.


Ayoub R. : Arch. Hist. Exact. Sci. 29 (1984), 131-149. xl

The lemniscate and Fagnáno?s contributions to elliptic integrals.


Ayoub R. : Amer. Math. Monthly 100 (1993), No.4, 351-364. O

What Is a Napierian Logarithm ?.


Ayyar M. V. & Rao M. B. : J. Indian Math. Soc. (N.S.) 4 (1940), 47-70. #153

Types of solutions of x^3 + y^3 + z^3 = 1 in integers ( I ).


Azevedo Pribitkin W. de : The Ramanujan Journal 4 (2000), No.4, December, 455-467. O

Revisiting Rademacher?s Formula for the Partition Function p(n).