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The next entry is the first of several identities in this chapter that provide representations of theta functions or quotients of theta functions by basic hypergeometric series.. We there[r]

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Tài liệu tham khảo Loại Chi tiết
16. G.E. Andrews, On the general Rogers–Ramanujan theorem, Memoirs Amer. Math. Soc., No. 152 (1974) Sách, tạp chí
Tiêu đề: On the general Rogers–Ramanujan theorem
17. G.E. Andrews, Problems and prospects for basic hypergeometric functions, in Theory and Application of Special Functions, R. Askey, ed., Academic Press, New York, 1975 Sách, tạp chí
Tiêu đề: Problems and prospects for basic hypergeometric functions", in"Theory and Application of Special Functions
18. G.E. Andrews, The Theory of Partitions, Addison–Wesley, Reading, MA, 1976;reissued: Cambridge University Press, Cambridge, 1998 Sách, tạp chí
Tiêu đề: The Theory of Partitions
19. G.E. Andrews, An introduction to Ramanujan’s “lost” notebook, Amer. Math Sách, tạp chí
Tiêu đề: An introduction to Ramanujan’s “lost” notebook
20. G.E. Andrews, Partitions: Yesterday and Today, New Zealand Mathematical Society, Wellington, 1979 Sách, tạp chí
Tiêu đề: Partitions: Yesterday and Today
21. G.E. Andrews, Ramanujan’s “lost” notebook. I. partial θ-functions, Adv. in Math. 41 (1981), 137–172 Sách, tạp chí
Tiêu đề: Ramanujan’s “lost” notebook." I". partial θ-functions
Tác giả: G.E. Andrews, Ramanujan’s “lost” notebook. I. partial θ-functions, Adv. in Math. 41
Năm: 1981
22. G.E. Andrews, Ramanujan’s “lost” notebook. II. ϑ-function expansions, Adv. in Math. 41 (1981), 173–185 Sách, tạp chí
Tiêu đề: Ramanujan’s “lost” notebook."II".ϑ-function expansions
Tác giả: G.E. Andrews, Ramanujan’s “lost” notebook. II. ϑ-function expansions, Adv. in Math. 41
Năm: 1981
23. G.E. Andrews, Ramanujan’s “lost” notebook IV: stacks and alternating parity in partitions, Adv. in Math. 53 (1984), 55–74 Sách, tạp chí
Tiêu đề: Ramanujan’s “lost” notebook"IV:"stacks and alternating parityin partitions
Tác giả: G.E. Andrews, Ramanujan’s “lost” notebook IV: stacks and alternating parity in partitions, Adv. in Math. 53
Năm: 1984
24. G.E. Andrews, Multiple series Rogers–Ramanujan type identities, Pacific J. Math. 114 (1984), 267–283 Sách, tạp chí
Tiêu đề: Multiple series Rogers–Ramanujan type identities
Tác giả: G.E. Andrews, Multiple series Rogers–Ramanujan type identities, Pacific J. Math. 114
Năm: 1984
25. G.E. Andrews, Ramanujan’s “lost” notebook V: Euler’s partition identity, Adv. in Math. 61 (1986), 156–164 Sách, tạp chí
Tiêu đề: Ramanujan’s “lost” notebook" V: "Euler’s partition identity
Tác giả: G.E. Andrews, Ramanujan’s “lost” notebook V: Euler’s partition identity, Adv. in Math. 61
Năm: 1986
26. G.E. Andrews, J. J. Sylvester, Johns Hopkins and partitions, in A Century of Mathematics in America, Part I, P. Duren, ed., American Mathematical Society, Providence, RI, 1988, pp. 21–40 Sách, tạp chí
Tiêu đề: J. J. Sylvester, Johns Hopkins and partitions", in "A Centuryof Mathematics in America, Part
27. G.E. Andrews, Modular equations and Ramanujan’s Chapter 16, Entry 29, Proc. Indian Acad. Sci. 104 (1994), 225–235 Sách, tạp chí
Tiêu đề: Modular equations and Ramanujan’s Chapter" 16", Entry
Tác giả: G.E. Andrews, Modular equations and Ramanujan’s Chapter 16, Entry 29, Proc. Indian Acad. Sci. 104
Năm: 1994
28. G.E. Andrews, Simplicity and surprise in Ramanujan’s “lost” notebook, Amer Sách, tạp chí
Tiêu đề: Simplicity and surprise in Ramanujan’s “lost” notebook
29. G.E. Andrews and R. Askey, A simple proof of Ramanujan’s 1 ψ 1 , Ae- qua. Math. 18 (1978), 333–337 Sách, tạp chí
Tiêu đề: A simple proof of Ramanujan’s" 1"ψ
Tác giả: G.E. Andrews and R. Askey, A simple proof of Ramanujan’s 1 ψ 1 , Ae- qua. Math. 18
Năm: 1978
30. G.E. Andrews, R. A. Askey, and R. Roy, Special Functions, Cambridge Uni- versity Press, Cambridge, 1999 Sách, tạp chí
Tiêu đề: Special Functions
31. G.E. Andrews and B.C. Berndt, Ramanujan’s Lost Notebook, Part I, Springer, New York, 2005 Sách, tạp chí
Tiêu đề: Ramanujan’s Lost Notebook, Part
32. G.E. Andrews and B.C. Berndt, Ramanujan’s Lost Notebook, Part III, Springer, New York, to appear Sách, tạp chí
Tiêu đề: Ramanujan’s Lost Notebook, Part
33. G.E. Andrews and B.C. Berndt, Ramanujan’s Lost Notebook, Part IV, Springer, New York, to appear Sách, tạp chí
Tiêu đề: Ramanujan’s Lost Notebook, Part
34. G.E. Andrews, F.J. Dyson, and D.R. Hickerson, Partitions and indefinite quadratic forms, Invent. Math. 91 (1988), 391–407 Sách, tạp chí
Tiêu đề: Partitions and indefinitequadratic forms
Tác giả: G.E. Andrews, F.J. Dyson, and D.R. Hickerson, Partitions and indefinite quadratic forms, Invent. Math. 91
Năm: 1988
35. G.E. Andrews and P. Freitas, Extension of Abel’s lemma with q-series impli- cations, Ramanujan J. 10 (2005), 137–152 Sách, tạp chí
Tiêu đề: Extension of Abel’s lemma withq-series impli-cations
Tác giả: G.E. Andrews and P. Freitas, Extension of Abel’s lemma with q-series impli- cations, Ramanujan J. 10
Năm: 2005
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