Cahil N. D. & D'Errico J. R. D. & Spence J. P. : The Fibonacci Quarterly 41 (2003), No.1, February, 13-19. O Complex Factorizations of the Fibonacci and Lucas Numbers. Cailler C. : Bull. Soc. Math. France (2) 30 (1906), 21-30. cxxviii Une propieté de la serie hypergéometrique. Cajori F. : Macmillan and Co. N.Y. 1904. O An Introduction to the Modern Theory of Equations. Calinger R. : Archives for history of Exac. Sci. 15 (1975-1976), No.3, 211-233. #155 Euler's letters to a princes of germany as an expresion of his mature scientific outlook. Calinger R. : Historia Mathematica 23 (1996), 121-166. #155 Leonhard Euler : The firts St. Peterburg Years (1727-1741). Callas N.P. & Thron W.J. : J. Indian Math. Soc. 32 Supplement 1 (1968), 325-353. xxxvi Singular points of certain functions represented by C-fractions. Callas N. P. & Thron W. J. : Proc. Amer. Math. Soc. 33 (1972), 445-454. lxiii Singularities of a class of meromorphic functions. Callan D. & Prodinger H. : The Fibonacci Quarterly 41 (2003), No.2, May, 105-107. O An Involutory Matrix of Eigenventors. Candelpergher B. & Coppo M.A. & Delabaere E. : L?Enseignement Math. (2) 43 (1997), No.1-2, 93-132. cxlviii La sommation de Ramanujan. Cangelmi L. : 4º Conf. Canad. Number Theory Assoc. 1994, K. Dilcher (ed.), 1995 AMS, 93-108. O Construction of polynomials with some Frobenius groups as Galois groups. Cantor D. G. : Acta Arith. 68 (1994), No.4, 295-305. xvii On the continued fractions of quadratic surds. Capparelli S. : J. Reine Angew. Math. 154 (1993), 335-355. cxvi On some representation of twister affine Lie algebras and combinatorial identities. Capparelli S. : Communications in Algebra 23 (1995), 2959-2969. #170 A combinatorial proof of a partition identity related to the level 3 representation of a twisted affine Lie algebra. Capparelli S. : Trans. Amer. Math. Soc. 348 (1996), No.2, 481-501. #151 A construction of the level 3 modules for the Lie algebra A{(2)} and a new combinatorial identity of the R-R type. Cappocelli R. M. & Cull P. : The Fibonacci Quarterly 41 (2003), No.2, May, 133-141. O Rounding the Solutions of Fibonacci-Like Difference Equations. Carathéodory C. : Vol. 1, Chelsea Publishing Co. 1958. O Theory of Functions of a Complex Variable. Carathéodory C. : Vol. 2, Chelsea Publishing Co. 1954. O Theory of Functions of a Complex Variable. Cargo G. T. : Complex Variables Theory & Appl. 13 (1989), No.1-2, 35-55. lxxxiv Perfect approximant point of tanh z. Carlip W. & Somer L. : The Fibonacci Quarterly 41 (2003), No.2, May, 156-168. O The Existence of Special Multipliers of Second-Order Recurrence Sequences. Carlitz L. : Duke Math. J. 3 (1937), 503-517. cxxv An analogue of Von Staudt-Clausen theorem. Carlitz L. : Duke Math. J. 7 (1940), 62-67. cxxv An analogue of Von Staudt-Clausen theorem, II. Carlitz L. : Duke Math. J. 8 (1941), 689-700. cxxv The coefficients of the reciprocal of a series. Carlitz L. : Duke Math. J. 22 (1955), 193-205. lxxviii Congruences for generalized Bell and Stirling numbers. Carlitz L. : Ann. Mat. Pure ed Appl. 41 (1955), 359-373. cix Some polynomials related to theta functions. Carlitz L. : Annali di Mat. Pura ed Appl. (4) 41 (1956), 359-373. ciii Some polynomilas related to theta functions. Carlitz L. : Duke Math. J. : 24 (1957), 521-527. cxxviii Some polynomials related to theta functions. Carlitz L. : Math. Nach. 17 (1958), 23-26. lxix A note on the Rogers-Ramanujan identities. Carlitz L. : Duke Math. J. 25 (1958), 311-319. cix Some orthogonal functions in several variables related to theta functions. Carlitz L. : Publicationes Mathematicae 5 (1958), 222-228. cxxxi Note on orthogonal polynomials related to theta functions. Carlitz L. : Annali di Math. (iv) 47 (1959), 243-251. lxxiv Some formulas related to the Rogers-Ramanujan identities. Carlitz L. : Duke Math. J. 27 (1960), 443-460. lxi Some orthogonal polynomials related to elliptic functions. Carlitz L. : Pacific J. Math. 10 (1960), 517-519. cxxii Note on Alder?s polynomials. Carlitz L. : Boll. Un. Mat. Ital. 18 (1963), 90-93. lxii3 Summation of a special 4F3. Carlitz L. : Monat. für Math. 67 (1963), 305-310. cxxix A q-identity. Carlitz L. : The Fibonacci Quarterly 1 (1963), No.2, April, 17-28. O A Fibonacci array. Carlitz L. : Boll. Un. Mat. Ital. 19 (1964), 436-440. lxii3 The sum of the first n terms of an 5F4. Carlitz L. : Amer. Math. Monthly 71 (1964), 41-44. xlv Summation of certain series. Carlitz L. : The Fibonacci Quarterly 2 (1964), No.1, February, 15-28. O A note on Fibonacci numbers. Carlitz L. : The Fibonacci Quarterly 2 (1964), No.3, October, 185-196. O A partial difference equation related to the Fibonacci numbers. Carlitz L. : Duke Math. J. 32 (1965), 713-720. ii Note on some continued fractions of the Rogers-Ramanujan type. Carlitz L. : Proc. Amer. Math. Soc. 16 (1965), 248-252. lxxxiii The coefficients in an asymptotic expansions. Carlitz L. : Proc. Amer. Math. Soc. 7 (1956), 558-564. #168 The expansion of certain products. Carlitz L. : Monat für Math. 73 (1969), 193-198. lxxiv Some formulas of F. H. Jackson. Carlitz L. : The Fibonacci Quarterly 9 (1971), No.5, 449-466 & 510-511. O Reduction Formulas for Fibonacci Summations. Carlitz L. : Duke Math. J. 39 (1972), 31-37. lvii Some identities in combinatorial analysis. Carlitz L. : Duke Math. J. 39 (1972), 793-799. iii Some continued fraction formulas. Carlitz L. : Duke Math. J. 40 (1973), 893-901. cxxxi Some inverse relations. Carlitz L. : SIAM J. Appl. Math. 8 (1977), 320-336. #152 Some expansions and convolution formulas related to MacMahon?s theorem. Carlitz L. & Subbarao M. V. : Proc. Amer. Math. Soc. 32 (1972), 42-44. liv On the quintuple product identity. Carlitz L. & Subbarao M. V. : Duke Math. J. 39 (1972), 165-172. cxxii On a combinatorial identity of Winquist and its generalisation. Carlson B. C. : Amer. Math. Monthly 78 (1971), 496-505. cxxiv Algortihms involving artihmetic and geometric means. Carlson B. C. : Amer. Math. Monthly 79 (1972), 615-618. cxxiv The logarithmic mean. Carlson B. C. : Amer. Math. Monthly 82 (1975), 379-382. cxxiv Invariance of an integral average of a logartihm. Carlson B. C. : 1977 Academic Press. O Special Functions of Applied Mathematics. Carlson B. C. : SIAM J. Math. Anal. 9 (1978), 524-528. cxxxiii Short proofs of three theorems on elliptic integrals. Carlson B. C. : Rend. Sem. Mat. Univers. Politecn. Torino Special Issue (1985), 63-89. lxxxiii The hypergeometric function and the R-function near their branch points. Inter. Conf. Spec. Funct. Theory & Comp. Carlson F. : Nyt Tidsskrift for Matematik (Ser. B ) 28 (1917), 81-88. cxxv Une remarque sur la transformation de series sommables en séries convergentes. Carlson F. : Opuscula Math. 11/2 (1930), 167-174. O Sur quelques fractions continues. Carmichael R. D. : Amer. J. Math. 34 (1912), 147-168. cxxxii The general theory of linear q-difference equations. Carmichael R. D. : Tohoku Math. J. 11 (1917), 191-199. cxlvi Note on convergence test applicable to series converging conditionally. Carmichael R. D. : Bull. Amer. Math. Soc. 25 (1918), 97-131. cxlvi General aspects of the theory of summable series. Carpi A. & Luca A. de : Séminaire Lotharingien de Combinatoire 42 (1998), B42l, 24pp. F.ps Words and Repeated Factors. Cartan H. : 1963 Addison-Wesley - Hermann. O Elementary Theory of Analytic Functions of One or Several Complex Variables. Cartier P. : Astérisque 206 (1992), 41-91. #172 Démonstration "automatique" d?identités et fonctions hypergéometríques [ d?apres D. Zeilberger ]. Caruso F. : Séminaire Lotharingien de Combinatoire 43 (1999), S43c. 8pp. F.ps A Macsyma Implementation of Zeilberger?s Fast Algorithm. Cassels J.W.S. & Fröhlich A. : Collected Papers of Hans Arnold Heilbronn, Wiley 1988, 9-25. O Hans Arnold Heilbronn 8 October 1908 - 28 April 1975. Elected F.R.S. 1971. Castellanos D. : Mathematics Magazine 61 (1988), 67-98. lxxix / ?? The Ubiquitous Pi. Part I. Castellanos D. : Mathematics Magazine 61 (1988), 148-163. lxxix The Ubiquitous Pi. Part II. Castro-Smirnova M. : Journal of Approximation Theory 115 (2002), No.1, March, 100-119. m-01 Convergence Conditions for Vector Stieltjes Continued Fractions. Catalan E. : Nouv. Ann. Math. 4 (1845), 126-130. xxxvii Sur les fractions continues périodiques. Catalan E. : Nouv. Ann. Math. 4 (1845), 257-259. xxxvii Lettre sur les fractions continues. Catalan E. : Nouv. Ann. Math. 4 (1845), 405-409. xxxvii Sur les fractions continues. Catalan E. : Nouv. Ann. Math. 8 (1849), 154-202. xxxvii Théorie des fractions continues. Catalan E. : Giornal di Mat. di Battaglini 31 (1893), 314-339. lxvi Théorie des nombres et fractions continues. Cayley A. : Philos. Trans. 164 (1874), 397-456. xlviii2 A memoir on the transformations of elliptic functions. Cayley A. : Messenger of Math. (2) 7 (1878), 69. lxxi-15 An Identity. Cesàro E. : Nouv. Ann. Math. Ser.3ª 6 (1887), 29-36. xxiii Sur quelques fractions continues. Cesàro E. : Bull. Sciences Math. (2) 14 (1890), 114-120. lxi / ? Sur la multiplication de series. Cesàro E. : Mathesis 12 (1892), 5-17. lxiii Remarques sur un continuant. Chai C.-L. : Proc. Symp. Pure Math. 49 part 2, Theta Functions Bowdoim 1987, A.M.S. (1989), 19-44. O Arithmetic compactification of the Siegel moduli space. Chakravarti G. : Bull. Calcuta Math. Soc. 24 (1932), 79-88. cxl ???. Chalk J. H. H. : Collected Papers of Hans Arnold Heilbronn, Wiley 1988, 45-46. O Hans A. Heilbronn : Toronto Days, 1964-1975. Chalk J. H. H. : Collected Papers of Hans Arnold Heilbronn, Wiley 1988, 589-591. O The Papers on the Geometry of Numbers. Chan H. H. : Thesis University of Illinois at Urbana-Champaign, 1995, viii + 122pp. T-1-2. Contributions to Ramanujan's Continued Fractions, Class Invariants, Partitions Identities and Modular Equations. Chan H. H. : Acta Arithm. 73 (1995), No.4, 343-355. xxii On Ramanujan?s cubic continued fraction. Chan H. H. : J. Number Theory 53 (1995), 144-159. #159 New proofs of Ramanujan?s partition identities for moduli 5 and 7. Chan H. H. : J. Math. Anal. & Appl. 198 (1996), No.1 (Feb 15), 111-120. xx / lxxvi On the equivalence of Ramanujans partition identities and a connection with the Rogers-Ramanujan Continued Fract. Chan H. H. : J. London Math. Soc. 57 (1998), 545-561. lxxix / cxlviii Ramanujan-Weber class invariants Gn and Watson?s empirical process. Chan H. H. : Math. Proc. Cambridge Philos Soc. 124 (1998), No.2, 193-204. lxxiv / cxlviii On Ramanujan?s cubic transformation for 2F1(1/3,2/3;1;z). Chan H. H. & Chua K. S. & Solé P. : Trans. Amer. Math. Soc. 355 (2003), No. 4, 1505-1520. m-o2-pdf Quadratic Iterations to Pi Associated to Elliptic Functions to the Cubis and Septic Bases. Chan H. H. & Gee A. & Tan V. : .#175 Cubic singular moduli, the Rogers-Ramanujan continued fraction and special values of theta functions. Chan H. H. & Huang S. -S. : The Ramanujan Journal 1 (1997), No.1, 75-90. O On the Ramanujan-Göllnitz-Gordon Continued Fractions. Chan H. H. & Lang M. L. : Israel J. Math. 103 (1998), 1-16. cxlviii Ramanujan?s modular equations and Atkin-Lehner involutions. Chan H. H. & Liaw W. C. : Pacific J. Math. 192 (2000), No.2, 219-238. #164 Cubic modular equations and new Ramanujan-type series. Chan H. H. & Liaw W. C. : Canadian J. Math. ?? (2000-2001), ???-???. #165/#175 On Rusell-type modular equations. Chan H. H. & Ong Y. L. : Proc. Amer. Math. Soc. 127 (1999), 1735-1744. #152 Some identities associated with Sum (m,n=-inf--inf) (q^m^2+mn+n^2). Chan H. H. & Tan V. : B.C. Berndt - F. Gesztesy (eds.), Contemporary Mathematics 236 (1999), 127-136. O On the explicit evaluations of the Rogers-Ramnujan continued fraction. Chandrasekhar S. : Ramanujan Revisited, Proc. Centenary Conference , Univ. Illinois (1987), AP (1988), 1-6. O On Ramanujan. Chandrasekharan K. : Math. Student 24 (1956), 251-267. xxxvi T. Vijayaraghavan. Chandrasekharan K. & Minakshisundaran S. : Oxford University Press. 1952. O Typical Means. Chandrasekharan K. & Narasimhan R. : Ann. Math. 74 (1961), 1-23. lxi Hecke?s functional equation and arithmetical identities. Chapman R. : Séminaire Lotharingien de Combinatoire 43 (1999), Article B43c, 4pp. F.ps On a septuple product identity. Chapman R. : The Ramanujan Journal 5 (2001), No.3, September, 271-279. O Coefficients of Products of Powers Eta Functions. Char B. W. : Math. Comp. 34 (1980), 547-552. v On Stiltjes?continued fraction for the gamma function. Charves L. : Bull. Sciences Math. et Astro. (2) 1 (1877), 41-43. lxiii Demostration de la périodicité des fractions continues engendrées par les racines d'une équation 2ª Châtelet A. : C. R. Acad. Sci. Paris 148 (1909), 1746-1749. xxxvii Sur une extension de la théorie des fractions continues. Châtelet A. : C. R. Acad. Sci. Paris 150 (1910), 769-772. xxxvii Sur une transformation de fractions continues arithmétiques. Châtelet A. : C. R. Acad. Sci. Paris 150 (1910), 1101-1104. xxxvii Sur la sommation des fractions continues arithmetiques. Châtelet A. : Bull. Soc. Math. France 40 (1912), 1-25. xxiv Contribution à la théorie des fractions continues arithmetiques. Chaundry T. W. : J. London Math. Soc. 26 (1951), 42-44. cxxxviii Some hypergeometric identities. Chaundy T. W. : J. London Math. Soc. 37 (1962), 126-128. cxxxvi Frank Hilton Jackson. Chave A. D. : Geophysics 48 (1983), No.12, 1671-1686. xcviii Numerical integration of related Hankel transformation by quadrature and continued fraction expansion. Cheema M. S. : Math. of Comput. 18 (1964), 414-420. cxxxvii Vector partitions and combinatorial identities. Cheema M. S. & Gordon B. : Duke Math. J. 31 (1964), 267-273. cxxii Some remarks on two-and three-line partitions. Cheema M. S. & Motzkin T. S. : Proc. Symposia Pure Math. AMS 19 (1991), 39-70. #172 Multipartitions and multipermutations. Combinatorics. Chellali M. : J. Number Theory 28 (1988), 347-362. xxxix2 / cx Accélération du calcul de nombres de Bernoulli. Chelst D. : B. C. Berndt - F. Gesztesy (eds.), Contemporary Mathematics 236 (1999), 137-148. O Absence of phase transsitions in modified two-component plasmas : The analytic theory of cont. fract in stat. mechanic Chen J. H. : J. Number Theory 48 (1994), No.1, 62-74. ci / cxx A new solution of the Diophantine equation x^2 + 1 = 2 Y^4. Chen K. J. & Srivastava H. M. : Journal of Combinatorial Theory 95 (2001), No.2, August, 381-386. m-01 a Generalization of Two q-Identities of Andrews. Chen S. G. & Hsieh P. Y. : Comput. & Math. Appl. 17 (1989), No.10, 1423-1427. ci / cxx Fast computation of Nth. root. Chen S. L. & Huang S. S. : Journal of Number Theory 93 (2002), 58-75. m-02 New Modular Relations for the Göllnitz-Gordon Functions. Chen X. & Le M. H. : Publ. Math. Debrecen 49 (1996), No.1-2, 85-92. cv-3 On the number of solutions of the generalized Ramanujan-Nagell equation x^2-D=k^n. Chen Y. G. & Ruzsa I. M. : Periodica Math. Hungarica 38 (1999), No.1-2, 31-37. #159 On the Irrationality of certain series. Chen Y. G. & Zhu Y. C. : J. Number Theory 82 (2000), No.1, May, 1-11. #167 On the Prime Power Factorization of n!. Cherry T. M. : Proc. Cambridge Phil. Soc. 46 (1950), 436-449. xciii Summation of slowly convergent series. Chihara T. S. : Proc. Amer. Math. Soc. 108 (1990), No.3, 775-780. xcvi The parameters of a chain sequence. Chihara T. S. : Journal of Computational and Applied Mathematics 133 (2001), Issue 1-2, 1 August, 13-21. m-01 45 years of orthogonal polynomials : a view from the wings. Chikhanov Kh. A. : Differential Equations 25 (1989), No.10, 1207-1210. cxxiii Hypergeometric series and Fuchsian systems. Chirskii V. G. : Russian Math. Surveys 46 (1991), No.6, 217-218. cxxix Global relations and hypergeometric series. Chiu P. : Combinatorica 12 (1992), No.3, 275-285. civ Cubic Ramanujan graphs. Chocholaty P. : Rev. Analyse Numerique et Theorie Approx. 23 (1994), No.1, 55-62. xcv A modelling by rational approximations. Choe B. R. : Amer. Math. Monthly 94 (1987), No.7, 662-663. O An Elementary Proof of Sum (1/n^2) = Pi^2 / 6. Choi J. & Srivastava H. M. : J. Math. Anal. & Appl. 206 (1997), 103-120. #159 Sums associated with the zeta function. Choi J. & Srivastava H. M. & Quine J. R. : Bull. Austral. Math. Soc. 51 (1995), 383-393. #160 Some series involving the zeta function. Choi K.K. & Vaaler J.D. : 5º Conf. Canad. Number Theory Assoc. 1996, R. Gupta ... (Eds.), 1999 AMS, 55-65. O Diophantine aproximation in projective space. Choi K. P. : Proc. Amer. Math. Soc. 121 (1994), No.1, 245-251. cii / cxix On the medians of gamma distributions and an equation of Ramanujan. Choi Y. S. : Thesis 1999. F Tenth Order Mock Theta Functions in Ramanujan?s Lost Notebook. Choi Y. S. : Inventiones Math. 136 (1999), No.3, 497-569. #166 Tenth order Mock theta function in Ramanujan?s Lost Notebook. Choi Y. S. : Adv. In Math. 156 (2000), No.2, December, 180-285. #167 / m-01-pdf Tenth Order Mock Theta Functions in Ramanujan?s Lost Notebook. II. Choudhary B. : 1983 Wiley Eastern Ltd. New Delhi. O The Elements of Complex Analysis. Chow T. Y. & Long C. D. : The Ramanujan Journal 3 (1999), No.1, 55-72. O Additive Partitions and Continued Fractions. Chowla C. & Hawkins D. : J. Indian Math. Soc. 26 (1962), 115-124. #173 Asymptotic expansions of some series involving Riemann zeta function. Chowla P. & Chowla S. : Proc. Nat. Acad. Sci. 69 (1972), 37-48. xxx Problems on periodic simple continued fractions. Chowla S. D. : J. Indian Math. Soc. 17 (1927-1928), 153-163. #160 On some identities involving zeta-functions. Chowla S. D. : J. Indian Math. Soc. 17 (1927-1928), 166-171. #160 Solution and Remarks on Question 770. Chowla S. D. : J. Indian Math. Soc. 17 (1927-1928), 261-288. xlvii2 / ? Some infinite series, definite integrals and asymptotic expansions. Chowla S. D. : Tôhoku Math. J. 30 (1928), 202-225. #160 Some applications of the Riemann zeta and allied functions. Chowla S. D. : Tôhoku Math. J. 30 (1928), 226-234. #160 Some formulae of the Gauss sum type. Chowla S. D. : Tôhoku Math. J. 33 (1931), 1-2. #160 On a conjecture of Ramanujan. Chowla S. D. : J. London Math. Soc. 9 (1934), 247. #160 Congruence properties of partitions. Chowla S. : Collected Papers of Hans Arnold Heilbronn, Wiley 1988, 598.-599. O Commentary : On Real Characters, (Heilbronn). Chowla S. & Pillai S. S. : J. London Math. Soc. 6 (1931), 85-89. #149 Periodic simple continued fractions. Christoffel E. B. : Annali di Mat. Pura ed Appl. (2) 8 (1877), 1-10. lxxxiv Sur une classe particuliére de fonctions entiéres et de fractions continues. Christoffersson P. et al. : North-Holland 1988. O Crypto User's Handbook. Christophe L. M. Jr. & Finn M. V. & Crow J. A. : Mathematics Magazine 59 (1986), 176-178. #171 Two series involving zeta function values. Chu W. : Séminarie Lotharingien de Combinatoire 29 (1992), B29c, 11pp. F.ps Inverse Series Relations, Formal Power Series and Blodgett-Gessel?s Type Binomial Identities. Chu W. C. : Boll. Unione Mat. Italiana (7) 7-B (1993), 737-760. cxxiii Inversion techniques and combinatorial identities. Chu W. C. : Composition Math. 91 (1994), No.2, 121-144. cxxxi Inversion techniques and combinatorial identities : Strange evaluations of basic hypergeometric series. Chu W. C. : Compositio Mathematica 95 (1995), 43-68. #156 Inversion techniques and combinatorial identities - Jackson?s q-analogue of the Dougall-Dixon theorem... Chu W. C. : Proc. Amer. Math. Soc. 124 (1996), No.12, 3753-3754. cii / cxix Note on the Bradley and Ramanujan summation. Chu W. : Memoir No. 642, American Mathematical Society 1998. O Basic Almost-Poised Hypergeometric Series. Chu W. : Acta Scientarum Math. (Szeged) 64 (1998), No.3-4, 495-513. cxlvi Partial-fraction expansions and well-poised bilateral series. Chu W. : Glasnik Matematicki Serija III 33 (53) (1998), No.1, 1-12. #149 Generating functions and combinatorial identities. Chu W. : The Ramanujan Journal 3 (1999), No.1, 83-89. O Finite Differences and Orthogonal Polynomials. Chua K. S. : The Ramanujan Journal 5 (2001), No.4, December. 353-354. O Circular Summation of the 13th Powers of Ramanujan's Theta Function. Chudnovsky D. V. & Chudnovsky G. V. : J. Complexity 2 (1986), 271-294. cv On expansion of algebraic functions in power and Puisseaux series. I. Chudnovsky D. V. & Chudnovsky G. V. : J. Complexity 3 (1987), 1-25. cv On expansion of algebraic functions in power and Puisseaux seires. II. Chudnovsky V. & Chudnovsky G.V. : Ramanujan Revisited, AP, 1988, 375-396, 468-472, Pi: A source book, 597-622. Approximations and complex multiplication according to Ramanujan. Chudnovsky V. & Chudnovsky G.V. : Ramanujan Rev., Proc. Cent. Conf. Univ. Illinois 1987, AP 1988, 375-472. O Approximations and complex multiplication according to Ramanujan. Chudnovsky D. V. & Chudnovsky G. V. : Lect. Not. Math. No.1383 (1989), 12-49. O Computational problems in arithmetic of differential equations. some diophantine applications. Chudnovsky D.V. & Chudnovsky G.V. : Proc. Symp. Pure Math. 49 part 2, T. F. 1987, AMS (1989), 167-232. O Transcendental methods and theta-functions. Chudnovsky D. V. & Chudnovsky G. V. : Number Theory N. Y. Sem. 1989-1990, Springer 1991, 13-74. lxxxvii / O Classical constants and functions : Computations and continued fraction expansions. Chudnovsky D. V. & Chudnovsky G. V. : Acta Appl. Math. 36 (1994), No.1-2, 167-185. lxxxi-1 Explicit continued fractions and quantum gravity. Chudnovsky D. V. & Chudnovsky G. V. & Nathanson M. B. (Eds.) : New York Seminar 1991-1995. 1996 Springer Verlag. O Number Theory. Chudnovsky G. V. : Math. Suerv. And Monographs No.19, American Mathematical Society, 1984. O Contributions to the Theory of Transcendental Numbers. Chung F. & Graham R. : 1999 AK Peters. O Erdös on Graphs, His Legacy of Unsolved Problems. Chung K.L. - Chen W.C. - Lin F.C.: Information. Processing Letters 33 (1989), No.2, 67-72. xxiv Fast computation of periodic continued fractions. Churchhouse R.F. & Muir S.T.E. : J. Inst. Math. & Appl. 5 (1969), 318-328. l Continued fractions, algebraic numbers and modular invariants. Churchhouse R. F. : Proc. 3º Cariben Conf. in Comb. & Comput. Barbados 1981, 1-14. lxxi / ? Continued fractions of the Rogers-Ramanujan type. Cigler J. : Monatsch. Math. 88 (1979), 87-105. #172 Operatormethoden für q-identitäten. Cigler J. : Séminaire Lotharingien de Combinatoire 5 (1981), B05a, 29pp. F.ps Elementare q-Identitäten. Cigler J. : Monatsch. Math. 91 (1981), 105-117. #172 Operatormethoden für q-identitäten : q-Laguerre-polynome. Cigler J. : The Fibonacci Quarterly 41 (2003), No.1, February, 31-40. O q-Fibonacci Polynomials. Clarke R. J. & Foata D. : Séminarie Lotharingien de Combinatoire 32 (1994), B32b, 12pp. F.ps Eulerian Calculus, IV : Specializations. Clausen T. : J. Reine Angew. Math. 3 (1828), 87-88. xlix Die funktion 1/a+ 1/a+ 1/a+. . . durch die anzahl der a ausgedrückt. Clausen T. : J. Reine Angew. Math. 3 (1828), 89-91. xlix Ueber die Fälle, wenn die Reihe von der Form y= 1 + a/1.b/c. x + ... Clausen T. : J. Reine Angew. Math. 3 (1828), 92-95. xlix Beitrag zur Theorie der Reihen. Clausen T. : J. Reine Angew. Math. 5 (1830), 380-382. lxxix Über die summe der Reihen 1 + 1/2^3 + 1/3^3 + 1/4^4 + ... und 1 + 1/7^2 + 1/13^2 + 1/19^2 + ... . Clausen T. : Nouv. Ann. Math. 5 (1846), 203-204. lxiii Détermination de la fraction continue à un terme, en fraction du nombre des fractions. Cochran L. & Cooper S.C. : Proc. C. F. & O. F., Norway 1992, Dekker LNPAM 154 (1994), 47-100. O Orthogonal Laurent polynomials on the real line. Cochran L. & Cooper S. C. : Proc. O. F., M. T. & C. F. V, Brazil 1996, Dekker LNPAM 199 (1998), 111-141. O Symmetric orthogonal Laurent polynomials. Codeca P. : Illinois J. Math. 35 (1991), No.2, 349-356. ciii A note on Ramanujan coefficients of arithmetical functions. Cohen A. M. : B. Engquist & W. Schmid : Mathematics Unlimited 2001 and Beyond. Springer 2001. 283-300. O Communicating Mathematics Across the Web. Cohen E. : Duke Math. J. 16 (1949), 85-90. #160 An extension of Ramanujan?s sum. Cohen E. : Duke Math. J. 22 (1955), 543-550. #160 An extension of Ramanujan?s sum. II Additive properties. Cohen E. : Duke Math. J. 23 (1956), 623-630. #160 An extension of Ramanujan?s sum. III Cohen E. : Amer. Math. Monthly 66 (1959), 105-117. xxxvi Trigonometric sums in elementary number theory. Cohen E. : Math. Student 28 (1960), 29-32. xxxvi A trigonometric sum. Cohen H. : Acta Arithmetica 26 (1974), 129-148. #173 Multiplication par un entier d'une fraction continue periodique. Cohen H. : Sém. Théorie des Nombres Grenoble 1978 9pp. xcii Demostration de l?irrationalité de zeta(3) (d?aprés R. Apéry). Cohen H. : Bull. Soc. Math. France 109 (1981), 269-281. lvi Généralisation d?une construction de R. Apéry. Cohen H. : Indagationes Math. 88 (1985), 377-383. #172 On the p^k-rank of finite abelian groups and Andrews's generalizations of the Rogers-Ramanujan identities. Cohen H. : Sem. Theorie des Nombres Bordeaux 15 (1986-1987), 1-11. cxxvi Sur une fuasse forme modulaire liee a des identities de Ramanujan et Andrews. Cohen H. : The Fibonacci Quarterly 37 (1999), No.2, May, 117-121. O On the-adic valuations of the Truncated Polylogarithm Series. Cohen H. : B. Engquist & W. Schmid : Mathematics Unlimited, 2001 and Beyond. Springer 2001. 301-330. O Computational Aspects of Number Theory. Cohen H. & Lewin L. & Zagier D. : Experimental Math. 1 (1992), No.1, 25-34. F.ps A sixteenth-order Polylogarithm Ladder. Cohn E. L. : Proc. 1ª Conf. Canad. Num. Theo. Ass. (Gruyter 1990), 81-92. O On the Ramanujan-Nagell equation and its generalizations. Cohn H. : Math. Comp. 38 (1982), 227-236. xxxix2 / cxii An explicit modular equation in two variables and Hilbert?s twelfth problem. Cohn H. : Math. Comp. 51 (1988), 787-807. xxxix2 / cxii Fricke?s two-valued modular equations. Cohn H. : Proc. Coll. Comp. Number. Theory Debrechen 1989 / WdeG 1991, 213-225. xxxix2 / cx Computation of singular moduli by multi-valued modular equations. Cohn H. : Lect. Not. Math. No.1383 (1989), 50-58. O Iteration of two-valued modular equation. Cohn H. : Proc. Symp. Pure Math. 49 part 2, Theta Functions Bowdoin 1987, A.M.S. (1989), 233-249. O Singular moduli and modular equations for Fricke?s cases. Cohn H. : D. V. Chudnovsky... (eds.): Number Theory New York Seminar 1989-1990, Springer (1991), 75-83. O Some special complex multiplications in two variables using Hilbert singular moduli. Cohn H. (ed.) : Contemporary Mathematics No. 149, Amer. Math. Soc. 1993. O Doeblin and Modern Probability. Cohn H. : 4º Conf. Canad. Number Theory Assoc. 1994, K. Dilcher (ed.), 1995 AMS, 109-121. O Minimality bounds for traces of Markoff matrices. Cohn H. & Deutsch J. : Math. Comp. 50 (1988), 557-568. xxxix2 / cxii An explicit modular equations intwo variables for Q(sqr(3)). Cohn H. & Knopp M. I. : The Rademacher Legacy to Math., Contemporary Math. A.M.S. 166 (1994), 9-34. O Application of Dedekind Eta-multipliers to modular equations. Cohn J. H. E. : The Fibonacci Quarterly 2 (1964), No.2, April, 108. O Letter to the editor. Cohn J. H. E. : The Fibonacci Quarterly 2 (1964), No.2, April, 109-113. O Square Fibonacci numbers, etc. Cohn J. H. E. : Acta Artihmetica 65 (1993), 367-381. #171 The Diophantine Equation x^2 + c = y^n. Cohn R. M. : InterScience Pub. - John Wiley & Sons 1965. O Difference Algebra. Conn W. & Vaserstein L. N. : The Rademacher Legacy to Math., Contemp. Math. A.M.S. 166 (1994), 285-294. O On sums of three integral cubes. Conney B. & Ghosh A. : Amer. Math. Monthly 95 No.6 (1988), 528-533. O On the Zeros of the Taylor Polynomials Associated with the Exponential Function. Connor W. G. : Trans. Amer. Math. Soc. 214 (1975), 95-111. xxxix2 / cviii Partition theorems related to some identities of Rogers and Watson.. Conrey J. B. : B. Engquist & W. Schmid : Mathematics Unlimited, 2001 and Beyond. Springer 2001. 331-352. O L-Functions and Random Matrices. Conrey J. B. & Ghosh A. : Invent. Math. 94 (1988), No.2, 403-419. cii / cxix Simple zeros of the Ramanujan tau-Dirichlet series. Conway J. H. : 2nd ed. 2001 AK Peters Ltd. O On Number and Games. Cook R. : 4º Conf. Canad. Number Theory Assoc. 1994, K. Dilcher (ed.), 1995 AMS, 123-131. O Factors of odd perfect numbers. Cook R. J. : 5º Conf. Canad. Number Theory Assoc. 1996, R. Gupta... (Eds.), 1999 AMS, 67-71. O Bounds for odd perfect numbers. Cook S. A. & Aanderaa S. O. : Trans. Amer. Math. Soc. 142 (1969), 291-314. cxxvii On the minimum computation of functions. Cooley J. W. & Tukey J. W. : Math. Comput. 19 (1965), No.90, 297-301. lxxxvii / cxvi An algorithm for the machine calculation of complex Fourier series. Cooper C. : Amer. Math. Monthly 93 (1986), No.2, 126-127. Ó Geometric series and a probability problem. Cooper S. : The Ramanujan Journal 6 (2002), No.4, December, 469-490. O Sums of Five, Seven and Nine Squares. Cooper S. & Hirschhorn M. D. & Lewis R. : The Ramanujan Journal 4 (2000), No.2, June, 137-155. O Powers of Euler?s Product and Realted Identities. Cooper S. C. : Proc. Analytic Theory Continued fractions II 1985, Lect. Notes Math. 1199 (1986), 21-36. O on M-tables associated with strong moment problems. Cooper S. C. : Proc. Analytic Theory Continued Fractions III 1988, Lect. Notes Math. 1406 (1989), 1-17. O delta-fraction solutions of Riccati equations. Cooper S. C. & Gustafson P. E. : Proc. O. F., M. T. & C. F. V, Brazil 96, Dekker LNPAM 199 (1998), 143-150. O Interpolating Laurent polynomials. Cooper S. C. & Jones W. B. & Magnus A. : Appl. Numer. Math. 4 (1988), No.2-4, 241-251. O General T-fraction expansions for ratios of hypergeometric functions. Cooper S. C. & Jones W. B. & Thron W. J. : J. Comput. & Appl. Math. 32 (1990), No.1-2, 39-46. lxxxvi / upv-i1 Orthogonal Laurent-polynomials and continued fractions associated with log-nomal distributions. Cooper S. C. & Jones W. B. & Thron W. J. : Constr. Approx. 8 (1992), No.1, 59-67. cii / cxix Asymptotic of orthogonal L-polynomials for log-normal distributions. Cooper S.C. & Jones W.B. & Thron W.J. : Proc. C.F. & O.F., Norway 92, Dekker LNPAM 154 (1994), 101-113. O Separate convergence for log-normal modified S-fractions. Cooper S. C. & Thron W. J. (Eds.) : Lectures Notes in Pure and Appl. Math., M. Dekker Vol. 154, (1994), 379 pp. O Continued fractions and orthogonal functions, theory and applications. Proc. Norway, June 21 - July 4, 1992. Copson E. T. : Proc. Edinburgh Math. Soc. (2) 3 (1932), 201-206. liv An approximation connected with e^-x. Cordone G. : Rend. Circl. Mat. di Palermo 12 (1898), 240-257. lxxx Sopra un problema fundamentale delle teoria delle frazioni continue algebriche generalizzate. Corless R. M. : Amer. Math. Monthly 99 No.3 (1992), 203-215. O Continued Fractions and Chaos. Corteel S. & Lovejoy J. : Journal of Combinatorial Theory Ser. A 97 (2002), No.1, 177-183. m-01 Frobeniues Partitions and the Combinatorics of Ramanujan's 11 Summation. Coury R. A. : Pi Mu Epsilon Journal 9 (1989), No.1, Fall, 9-12. O A continued fraction approach for factoring large numbers. Cowling V.F. & Leighton W. & Thron W.J. : Bull. Amer. Math. Soc. 50 (1944), 351-357. xlvi Twin convergence regions for continued fractions. Cowling V.F. & Leighton W. & Thron W.J. : Bull. Amer. Math. Soc. 49 (1943), 913-916. xlvi Twin convergence regions for the general continued fractions. Cox D. A. : L?Enseignement Math. 30 (1984), 275-330. xlvii The Arithmetic-Geometric Mean of Gauss. Cox D. A. : L?Enseignement Math. 30 (1984), 275-330. Pi : A source book, 481-536. The Arithmetic-Geometric Mean of Gauss. Cox D. A. : Notices of the AMS 32 (1985), 147-151. xlvii Gauss and the Arithmetic-Geometric Mean. Cox D. A. : Amer. Math. Monthly 101 No.1(1994), 3-14. O Introduction to Fermat?s Last Theorem. Coxeter H. S. M. : Quart. J. Math. (Oxford) 6 (1935), 13-29. #171 The functions of Schläfli and Lobatschefsky. Crandall R. E. : Math. Of Compu. 67 (1998), 1163-1172. #169 Fast evaluation of multiple zeta sums. Crandall R. E. & Buhler J. P. : Experimental Math. 3 (1994), No.4, 275-285. F.ps On the Evaluation of Euler Sums. Crandall R. & Pomerance C. : Springer Verlag 2001. Prime Numbers, A Computational Perspective. Craviotto C. & Jones W.B. & Thron W.J. : Acta Applicandae Mathematicae 33 (1993), No.2-3, 211-272. lxxxi2 A survey of truncation error analysis for Padé and continued fraction approximants. Craviotto C. & Jones W.B. & Thron W.J. : Proc. C.F. & O.F., Norway 92, Dekker LNPAM 154 (1994), 115-128. O Best truncation error bounds for continued fractions K(1/Bn), Lim Bn = inf (n---Inf). Craviotto C.M. & Jones W.B. & Wyshinski N.J. : C. F. V, Brazil 1996, Dekker LNPAM 199 (1998), 151-178. O Computation of the Binet and gamma functions by Stieltjes continued fractions. Crelier L. : Annali di Matematica Pura e Appl. 24 (1896), 131-163. lxxvi Sur quelques proprietés des fonctions Besséliennes, tirées de la théorie des fractions continues. Croot E.S. & Dobbs D.E. Friedlander J.B.&Hetzel A.J.&Pappalardi F. : J. Number Theory 84 (2000), No.1,63-79. #167 Binary Continued Fractions. Crum M. M. : J. London Math. Soc. 15 (1940), 10-15. cxxvi On some Dirichlet series. Cruyssen Van der P. : Computing 22 (1979), 269-278. lvi2 Linear difference equations and generalized continued fractions. Cuculière R. : Amer. Math. Monthly 91 (1984), No.7, 438. Ó Fibonacci Summation, Problem E2922 [ 1982, 63 ], Solution. Culp-Ressler W. : The Ramanujan Journal 5 (2001), No.3, September, 281-294. O Rational Period Functions on the Hecke Groups. Culp-Ressler W. & Flood K. & Heath Sr. A. & Pribitkin W. de Azevedo : The Ramanujan J. 4 (2000),No.1,5-9.O On Solution to Riemann?s Functional Equation. Cusick T. W. : Proc. Amer. Math. Soc. 27 (1971), 35-38. xl Sums and products of continued fractions. Cusick T. : Pacific J. Math. 78 (1978), 47-60. #173 Integer multiples of periodic continued fractions. Cusick T. W. : Archiv Math (Basel) 53 (1989), No.2, 154-158. lxxxvii / cxvi Products of simultaneous approximations of rational numbers. Cusick T. W. : Quart. J. Math. (Oxford), 41 (1990), No.163, 277-286. lxxx Hausdorff dimension of sets of continued fractions. Cusick T.W. & Lee R.A. : Proc. Amer. Math. Soc. 30 (1971), 241-246. xl Sums of sets of continued fractions. Cuyt A. : LNM 1065, 1984 Springer Verlag. O Padé Approximants for Operators : Theory and Applications. Cuyt A. : J. Computational & Appl. Math. 17 (1987), No.3, 369-373. xxvi The Euler-Minding series for branched continued fractions. Cuyt A. : BIT Comput. Sci. Numer. Math. 28 (1988), No.1, 98-112. xcix / cxvii A multiple qd-like algorithm. Cuyt A. : J. Comput. & Appl. Math. 32 (1990), No.1-2, 47-57. upv-i1 A multivariate convergence theorem of the " de Montessus de Ballore " type. Cuyt A. : J. Comput. & Appl. Math. 105 (1999), 25-50. #167 How well com the concept of Padé approximant be generalized to the multivariate case ?. Cuyt A.A.M. & Jacobsen L. & Verdonk B.M. : Appl. Numer. Math. 4 (1988), No.2-4, 253-262. O Instability and modification of Thiele interpolating continued fractions. Cuyt A. & Jones W. B. & Verdonk B. : Rocky Mount. J. Math. 21 (1991), No.1, 187-208. xcvi Model reduction and stability of two-dimensional recursive systems. Cuyt A. & Verdonk B. : Computing 34 (1985), 41-61. lvi2 Multivariate rational interpolation. Cuyt A. & Verdonk B. : IMA J. Numer. Analysis 8 (1988), No.2, 209-217. xxv / xxxi Evaluation of branched continued fractions using block-tridiagonal linear systems. Cuyt A.A.M. & Verdonk B.M. : Appl. Numer. Math. 4 (1988), No.2-4, 263-271. O A review of branched continued fraction theory for the construction of multivariate ratio approximants. Cuyt A. & Verdonk B. : J. Comput & Appl. Math. 21 (1988), No.2, 145-160. ci / upv-i1 Multivariate reciprocal differences for branched Thiele continued fraction expansions. Cvijovic D. & Klinowski J. : Proc. Amer. Math. Soc. 125 (1997), No.9, 2543-2550. cxlviii Continued fraction expansions for thr Riemann zeta function and polylogarithms.