1. A fundamental relation between generalised hypergeometric series. JLMS, 1 (1926), 138-145.
1. Mr S. Ramanujan's theorems on prime numbers. Journal Indian Math. Soc., 5 (1913), 60-61.
1. A generalization of an integral due to Ramanujan. JLMS, 5 (1930), 200-202.
1. Second memoir on the expansion of certain infinite products. PLMS (1), 25 (1894), 318-343.
1. Theorems stated by Ramanujan (I) : theorems on integrals. JLMS, 3 (1928), 212-216.
1. Congruence properties of partitions. JLMS, 9 (1934), 247.
1. An approximation connected with e-x. Proc. Edinburgh Math. Soc. (2), 3 (1933), 201-206.
1. On a proof of one of Ramanujan's theorems. JLMS, 5 (1930), 8-9.
1. On the sum function of the number of prime factors of N. Journal Indian Math. Soc., 20 (1933), 70-86.
1. Note on the number of prime divisors of integers. JLMS, 12 (1937), 308-314.
1. A statement by Ramanujan. JLMS, 7 (1932), 105-112.
1. Some generalisations of a formula of Ramanujan. OQJ, 10 (1939), 210-218.
1. A table of partitions. PLMS (2), 39 (1935), 142-149.
1. Note on summation of series. JLMS, 4 (1929), 114-116.
1. A formula of Ramanujan. JLMS, 3 (1928), 238-240.
1. On the divisor problem in a class of residues. JLMS, 3 (1928), 247-250.
1. Uber einige von S. Ramanujan gestellte Aufgaben. JLMS, 3 (1928), 225-232.
1. Note on certain modular relations considered by Messrs Ramanujan, Darling and Rogers. PLMS (2), 20 (1922), 408-416.
1. The parity of p(n), the number of partitions of n, when n < 1000. JLMS, 1 (1926), 225-226.
1. On a conjecture of Ramanujan. JLMS, 11 (1936), 114-118.
1. Theorems stated by Ramanujan (II) : theorems on summation of series. JLMS, 3 (1928), 216-225.
1. On a theorem of Hardy and Ramanujan. JLMS, 9 (1934), 274-276.
1. Note on one of Ramanujan's theorems. JLMS, 6 (1931), 42-43.
1. Some asymptotic formulae in the theory of numbers. JLMS, 2 (1927), 202-208.
1. Sur les proprietes de la divisibilite d'une fonction additive. Bull. Acad. Sci. URSS, 7 (1933), 763-800.
L. E. Dickson. Introduction to the theory of numbers, Chicago 1929 [Dickson, Introduction].
1. Contributions to the theory of Ramanujan's function τ(n) and similar arithmetical functions (I). PCPS, 35 (1939), 351-356.
1. On the Fourier coefficients of certain modular forms of positive dimension. Annals of Math., 39 (1938), 433-462.
1. Bestimmung einer gewissen Einheitswurzel in der Theorie der Modulfunktionen. JLMS, 7 (1932), 14-19.
1. The computation of the smaller coefficients of J(τ). Bull. Amer. Math. Soc., 45 (1939), 917-919.
1. A note on Ramanujan's arithmetical function τ(n). PCPS, 25 (1929), 121-129.
1. Proofs of some formulae enunciated by Ramanujan. PLMS (2), 21 (1923), 235-255.
1. Two assertions made by Ramanujan. JLMS, 3 (1928), 232-237 [Corrigenda JLMS, 4 (1929), 32].
2. Contributions to the theory of Ramanujan's function τ(n) and similar arithmetical functions (II). PCPS, 35 (1939), 357-372.
L. E. Dickson. History of the theory of numbers, 3 vols., Washington 1919-1923 [Dickson, History].
2. Identities analogous to Ramanujan's identities involving the partition function. Duke Math. Journal, 5 (1939), 88-110.
2. On Ramanujan's arithmetical function Σr, s(n). PCPS, 25 (1929), 255-264.
2. The sum of the coefficients of a hypergeometric series. JLMS, 5 (1930), 192.
2. Some theorems in summation. Journal Indian Math. Soc., 5 (1913), 183-186.
2. The partial sum of the coefficients of the hypergeometric series. JLMS, 6 (1931), 40-41.
2. Proofs of certain identities and congruences enunciated by S. Ramanujan. PLMS (2), 19 (1921), 350-372.
2. A table of partitions (II). PLMS (2), 42 (1937), 546-549.
2. A formula of Ramanujan in the theory of primes. JLMS, 12 (1937), 94-98.
2. Theorems stated by Ramanujan (IV) : theorems on approximate integration and summation of series. JLMS, 3 (1928), 282-289.
2. Uber einige Verallgemeinerungen eines Satzes von Hardy und Ramanujan. JLMS, 11 (1936), 125-133.
2. Note on Riemann's ζ-function and Dirichlet's L-functions. JLMS, 5 (1930), 107-112.
2. On the Hardy-Ramanujan series for the partition function. JLMS, 12 (1937), 171-176.
2. Note on the parity of the number which enumerates the partitions of a number. PCPS, 20 (1921), 281-283.
2. On Mr Ramanujan's empirical expansions of modular functions. PCPS, 19 (1917), 117-124.
2. On two theorems of combinatory analysis and some allied identities. PLMS (2), 16 (1917), 315-336.
2. Note on a problem of Ramanujan. JLMS, 4 (1929), 310-313.
2. Theorems stated by Ramanujan (III) : theorems on transformation of series and integrals. JLMS, 3 (1928), 274-282.
2. On the partition function p(n). PLMS (2), 43 (1937), 241-254.
2. A new proof of two of Ramanujan's identities. Annals of Math., 40 (1939), 473-489.
3. A new proof of the Rogers-Ramanujan identities. JLMS, 4 (1929), 4-9.
3. On well-poised series, generalised hypergeometric series having parameters in pairs, each pair with the same sum. PLMS (2), 24 (1926), 247-263.
3. An application of Schlafli's modular equation to a conjecture of Ramanujan. Bull. Amer. Math. Soc., 44 (1938), 84-90.
3. Another formula of Ramanujan. JLMS, 12 (1937), 314-318.
3. On a type of modular relation. PLMS (2), 19 (1921), 387-397.
3. On a conjecture of Ramanujan. Proc. Indian Acad. Sci. (A), 4 (1936), 625-629.
3. On the expansions of certain modular forms of positive dimension. Amer. Journal of Math., 42 (1940), 127-152.
3. Contributions to the theory of Ramanujan's function τ(n) and similar arithmetical functions (III). PCPS, 36 (1940), 150-151.
3. On Mr Ramanujan's congruence properties of p(n). PCPS, 19 (1919), 217-218.
3. A convergent series for the partition function p(n). Proc. Nat. Acad. Sci., 23 (1937), 78-84.
G. H. Hardy. Ramanujan's work (lithographed lectures at the Institute for Advanced Study, Princeton 1936).
3. Theorems stated by Ramanujan (VI) : theorems on continued fractions. JLMS, 4 (1929), 34-39.
3. On the representation of numbers as a sum of 2r squares. QJM, 48 (1920), 93-104.
3. A note on an integral due to Ramanujan. JLMS, 6 (1931), 216-217.
4. Proof of certain identities in combinatory analysis. PCPS, 19 (1919), 211-214.
4. The value of the definite integral dt. QJM, 48 (1920), 329-342.
4. Some formulae of Ramanujan. PLMS (2), 22 (1924), Records of proceedings at meetings, xii-xiii.
4. On one of Ramanujan's theorems. JLMS, 7 (1932), 34-36.
4. Theorems stated by Ramanujan (X). JLMS, 6 (1931), 22-32.
4. The series for the partition function. Trans. Amer. Math. Soc., 43 (1938), 271-295.
4. Theorems stated by Ramanujan (VII) : theorems on continued fractions. JLMS, 4 (1929), 39-48.
G. H. Hardy and E. M. Wright. An introduction to the theory of numbers, Oxford 1938 [Hardy and Wright].
A. E. Ingham. The distribution of prime numbers, Cambridge tracts in mathematics, no. 30, 1932 [Ingham].
5. Proof of a formula of Mr Ramanujan. Messenger of Math., 44 (1915), 18-21.
5. On the remainders and convergence of the series for the partition function. Trans. Amer. Math. Soc., 46 (1939), 362-373.
5. On the representation of a number as a sum of an odd number of squares. Trans. Camb. Phil. Soc., 23 (1919), 361-372.
5. Theorems stated by Ramanujan (XIII). JLMS, 6 (1931), 95-99.
5. Theorems stated by Ramanujan (VIII) : theorems on divergent series. JLMS, 4 (1929), 82-86.
E. Landau. Handbuch der Lehre von der Verteilung der Primzahlen, 2 vols. (paged consecutively), Leipzig 1909 [Landau, Handbuch].
6. Notes on some points of the integral calculus (LII) : on some definite integrals considered by Mellin. Messenger of Math., 49 (1920), 85-91.
6. The definite integral dt and the analytical theory of numbers. Acta math., 61 (1933), 323-360.
6. Theorems stated by Ramanujan (IX) : two continued fractions. JLMS, 4 (1929), 231-237.
6. The product of two generalised hypergeometric series. PLMS (2), 22 (1924), 370-380.
E. Landau. Vorlesungen ¨uber Zahlenthcorie, 3 vols., Leipzig 1927 [Landau, Vorlesungen].
7. Note on Ramanujan's trigonometrical function cq(n), and certain series of arithmetical functions. PCPS, 20 (1921), 263-271.
7. Theorems stated by Ramanujan (XI). JLMS, 6 (1931), 59-65.
Collected papers of Srinivasa Ramanujan, Cambridge 1927 [Papers].
8. A chapter from Ramanujan's notebook. PCPS, 21 (1923), 492-503.
8. Theorems stated by Ramanujan (XII) : a singular modulus. JLMS, 6 (1931), 65-70.
9. Note on Ramanujan's arithmetical function τ(n). PCPS, 23 (1927), 675-680.
9. Theorems stated by Ramanujan (XIV) : a singular modulus. JLMS, 6 (1931), 126-132.
P. V. Seshu Aiyar. The late Mr Srinivasa Ramanujan, B. A., F. R. S. Journal Indian Math. Soc., 12 (1920), 81-86.
10. A further note on Ramanujan's arithmetical function τ(n). PCPS, 34 (1938), 309-315.
G. H. Hardy. Mr S. Ramanujan's mathematical work in England. Journal Indian Math. Soc., 9 (1917), 30-48.
10. Ramanujan's note books. JLMS, 6 (1931), 137-153.
11. The final problem : an account of the mock theta functions. JLMS, 11 (1936), 55-80.
11. Ramanujan and the theory of Fourier transforms. OQJ, 8 (1937), 245-254.
G. H. Hardy. Srinivasa Ramanujan. PLMS (2), 19 (1921), xl-lviii. [Also printed, in slightly different form, in Proc. Royal Soc. (A), 99 (1921), xiii-xxix.]
12. Theorems stated by Ramanujan (V) : approximations connected with ex. PLMS (2), 29 (1929), 293-308.
13. Singular moduli (III). PLMS (2), 40 (1936), 83-142.
14. The mock theta functions (II). PLMS (2), 42 (1937), 274-304.
R. Ramachaunder Rao. In memoriam S. Ramanujan. Journal Indian Math. Soc., 12 (1920), 87-90.
15. Singular moduli (V). PLMS (2), 42 (1937), 377-397.
16. Singular moduli (VI). PLMS (2), 42 (1937), 398-409.
17. Two tables of partitions. PLMS (2), 42 (1937), 550-556.
18. Ramanujan's continued fraction. PCPS, 31 (1935), 7-17.
19. Some singular moduli (I). OQJ, 3 (1932), 81-98.
20. Some singular moduli (II). OQJ, 3 (1932), 189-212.
21. Ramanujan's integrals and Gauss's sums. OQJ, 7 (1936), 175-183.
22. Proof of certain identities in combinatory analysis. Journal Indian Math. Soc., 20 (1933), 57-69.
23. Uber Ramanujansche Kongruenzeigenschaften der Zerf allungsanzahlen. Math. Zeitschrift, 39 (1935), 712-731.
24. Ramanujans Vermutung uber Zerfallungsanzahlen. Journal fur Math., 179 (1938), 97-128.
25. Singular moduli (IV). Acta arithmetica, 1 (1936), 284-323.