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user262841
  • Member for 9 years, 1 month
  • Last seen more than 4 years ago
  • South Korea
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How to prove that $\frac{\eta^{14}(q^4)}{\eta^{4}(q^8)}=4\eta^4(q^2)\eta^2(q^4)\eta^4(q^8)+\eta^4(q)\eta^2(q^2)\eta^4(q^4)$?
Oct 27, 2016
question
4
Macdonald's "Symmetric Functions and Hall Polynomials" Section 1.5 Example 9
Oct 23, 2018
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4
Writing an integer as a sum of two squares: Why is this a modular form of weight 1?
Nov 3, 2016
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3
Prove a property of the order of conductor $f$ in the field $\mathbb{Q}(\sqrt{D})$
Dec 11, 2015
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3
Explicitly compute moduli-theoretic map given the parameter for $X_0(2)$
Oct 26, 2016
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3
Inequivalent cusps of $\Gamma_0(4)$
Nov 10, 2016
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2
constructing a lattice in a number field with prescribed localizations
Nov 3, 2015
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2
solve $x^2 = 9 \pmod {100}$
Dec 9, 2015
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1
induced sequence of an exact sequence of G-modules
Dec 8, 2015
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1
finding generators for spaces of half-integral weight modulars of level 8
Jan 29, 2016
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Macdonald's "Symmetric Functions and Hall Polynomials" Section 1.5 Example 9