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Dalhousie University · To obtain the Rogers-Ramanujan identities, we first q-deform (1) as follows (again, a — qj2+aj [n T j Note that these formulas are expresse polynomials)

Aug 14, 2020

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Page 1: Dalhousie University · To obtain the Rogers-Ramanujan identities, we first q-deform (1) as follows (again, a — qj2+aj [n T j Note that these formulas are expresse polynomials)
Page 2: Dalhousie University · To obtain the Rogers-Ramanujan identities, we first q-deform (1) as follows (again, a — qj2+aj [n T j Note that these formulas are expresse polynomials)
Page 3: Dalhousie University · To obtain the Rogers-Ramanujan identities, we first q-deform (1) as follows (again, a — qj2+aj [n T j Note that these formulas are expresse polynomials)
Page 4: Dalhousie University · To obtain the Rogers-Ramanujan identities, we first q-deform (1) as follows (again, a — qj2+aj [n T j Note that these formulas are expresse polynomials)
Page 5: Dalhousie University · To obtain the Rogers-Ramanujan identities, we first q-deform (1) as follows (again, a — qj2+aj [n T j Note that these formulas are expresse polynomials)
Page 6: Dalhousie University · To obtain the Rogers-Ramanujan identities, we first q-deform (1) as follows (again, a — qj2+aj [n T j Note that these formulas are expresse polynomials)
Page 7: Dalhousie University · To obtain the Rogers-Ramanujan identities, we first q-deform (1) as follows (again, a — qj2+aj [n T j Note that these formulas are expresse polynomials)
Page 8: Dalhousie University · To obtain the Rogers-Ramanujan identities, we first q-deform (1) as follows (again, a — qj2+aj [n T j Note that these formulas are expresse polynomials)
Page 9: Dalhousie University · To obtain the Rogers-Ramanujan identities, we first q-deform (1) as follows (again, a — qj2+aj [n T j Note that these formulas are expresse polynomials)