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Glaisher J. W. L. : Mess. Math. 2 (1873), 138-142. xxxviii

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Remarks on certain series occurring in a paper "On the deduction of series from infini. products.


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Glaisher J. W. L. : Proc. London Math. Soc. 5 (1874), 78-88. ix

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A continued fraction for tan nx.


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A theorem in trigonometry.


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Generalized form of certain series.


Glaisher J. W. L. : Mess. Math. (2) 7 (1878), 66-67. lxxi-15

Theorem relating to the difference between the sums of the even and uneven divisors of a number.


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On some continued fractions.


Glaisher J. W. L. : Mess. Math. 12 (1883), 43-48. xxxi

Proof of the addition equation for elliptic integrals of the second kind by means of the q-series.


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A theorem in partitions.


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Glaisher J. W. L. : Mess. Math. 14 (1884), 102-108. cxxxiii

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Glaisher J. W. L. : Mess. Math. 14 (1884), 156-163. cxxxiii

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Glaisher J. W. L. : Mess. Math. 16 (1887), 145-149. xxxi

On the process of squaring the q-series for kp sn u , kp cn u , p dn u.


Glaisher J. W. L. : Mess. Math. 18 (1889), 1-84. xxxi

On the series which represent the twelve elliptic and the four zeta functions.


Glaisher J. W. L. : Mess. Math. 20 (1890-1891), 129-135. xxxi

Recurring relations involving sums of power of divisors.


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Recurring relations involving sums of power of divisors (second paper).


Glaisher J. W. L. : Proc. London Math. Soc. 22 (1891), 143-171. xxxi

On the q-series derived from the elliptic and zeta functions of 1/3 k and 1/4 k.


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Note on Mr. Kleiber?s functions Ki and Gi.


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On certain series and definite integrals.


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Development in powers of k?^2 - k^2.


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Glaisher J. W. L. : Quart. J. Math. 26 (1894), 48-65. lxxi

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Glaisher J. W. L. : Mess. of Math. 24 (1895), 1-16. lxxi

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Glaisher J. W. L. : Mess. of Math. 28 (1898), 1-17. lxxxiv

Table of the values of 1/2 2/3 3/5 ... x-1/x , the denominators being the series of prime numbers.


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Fundamental theorems relating to the Bernoullian numbers. I.


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Fundamental theorems relating to the Bernoullian numbers. II.


Glaisher J. W. L. : Mess. Math. 33 (1903), 1-19. li

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Methods of increasing the convergence of certain series of reciprocals.


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Glaisher J. W. L. : Quart. J. Math. 37 (1906), 173-198. xliv

On series for 1/pi and 1/pi^2.


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Summation of certain numerical series.


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Numerical values of the series 1 - 1/3^n + 1/5^n - 1/7^n + ...


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Relations connecting quantities of the form 1 + 2^-n + 3^-n + 4^-n + & C.


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Generalization of a definitive integral of Ramanujan.


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Gleissberg W. : Math. Zeitschrift 28 (1928), 372-382. cxvi

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Gmeiner J. A. : Monat. für Math. u. Phys. 14 (1903), 261-274. xciii

Konvergenzsätze für alternierende unendliche kettenbrüche.


Gmeiner J. R. : S. B. Kaiserl. Akad. Wiss. Wien Math. Nat. Kl. 117 Abt. IIa (1908), 27-51. xc

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Godefroy M. : Gauthier-Villars 1901. F / e-B

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A new convolution formula and some new orthogonal relations for the inversion of series.


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Matrix interpretations and applications of the continued fraction.


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Functional equations and self-reciprocal functions connected with Lambert series.


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Associated continuous Hahn polynomials.


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Exceptional q-Askey-Wilson polinomials and continued fractions.


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New Indian values of Pi from the Manava Sulba Sutra.


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Rectification of ellipse from Mahavira to Ramanujan.


Gurak S. : The Rademacher Legacy to Math., Contemporary Math. A.M.S. 166 (1994), 309-333. O

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Gurak S. : 4º Conf. Canad. Number Theory Assoc. 1994, K. Dilcher (ed.), 1995 AMS, 215-227. O

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A Whipple?s series in U(n) and multivariable hypergeometric orthogonal polynomials.


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Multilateral summation theorems for ordinary and basic hypergeometric series in U(n).


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Some q-beta and Mellin-Barnes integrals on compact Lie groups and Lie algebras.


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A new symmetry for Beidenharn?s G-functions and classical hypergeometric series.


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Continued fractions associated with the Newton-Padé table.


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The Strong Law of Small Numbers.


Guy R. K. : Amer. Math. Monthly 102 No.9 (1995), 771-781. O

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