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To find solution of $y''(x)=ay^3(x)+by^2(x)+cy(x)+d$

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#ordinary-differential-equations #elliptic-functions #elliptic-integrals
118
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The roots of $J' = \frac{dJ}{d\tau}$

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#elliptic-curves #modular-forms #elliptic-functions #modular-function
134
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Riemann theta function - simple question about equation verification

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#elementary-number-theory #elliptic-curves #elliptic-functions #abelian-varieties
560
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Elliptic functions (in particular, the Weierstrass P-function) to solve ODE

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#ordinary-differential-equations #elliptic-functions
49
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Prove that the Weierstrass $\wp$- function satisfies $\wp''\left(\frac{\omega_1}{2}\right)=2(e_1-e_2)(e_1-e_3)$

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#number-theory #elliptic-functions
63
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Is there a relation between Elliptic Curves and Frobenius Numbers?

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#number-theory #elliptic-curves #integer-lattices #elliptic-functions #big-picture
47
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relationship on Jacobi elliptic functions

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#special-functions #elliptic-functions
72
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On solving time dependent potentials of geometrically changing barriers

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#ordinary-differential-equations #differential-geometry #elliptic-functions #potential-theory #hyperbolic-equations
401
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Reference for transformation period integrals into elliptic integrals

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#reference-request #elliptic-curves #elliptic-functions
163
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Why is $\left(\frac{\eta(\tau)}{\eta(2\tau)}\right)^{24} = \frac{1}{q \, \Pi_{n\geq1}(1+q^n)^{24}}$

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#elliptic-functions #modular-forms #elliptic-modular-form
239
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An identity involving Weierstrass $\zeta$ function.

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#special-functions #elliptic-functions
89
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Explicitly compute moduli-theoretic map given the parameter for $X_0(2)$

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#modular-forms #elliptic-functions #moduli-space
1k
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Types of poles of an elliptic function in a period parallelogram

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#complex-analysis #elliptic-functions
184
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Construction of the Weierstrass $\wp$ function

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#number-theory #elliptic-functions
102
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Number of Poles in a Period Parallelogram

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#elliptic-functions

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