This paper investigates full stability properties for \emph{variational Nash equilibriums} of a system of parametric nonconvex optimal control problems governed by semilinear elliptic partial differential equations. We first obtain some new results o...
The paper studies generalized differentiability properties of the marginal function of parametric optimal control problems of semilinear elliptic partial differential equations. We establish upper estimates for the regular and the limiting subgradien...
A CHL model is the quotient of $\mathrm{K3} \times E$ by an order $N$ automorphism which acts symplectically on the K3 surface and acts by shifting by an $N$-torsion point on the elliptic curve $E$. We conjecture that the primitive Donaldson-Thomas p...
Hi all This month I completed a goal that I set for my self. I thought some of you might enjoy this change of pace. Maybe especially if you’re in a slump and you feel like you can always begin tomo...
JavaScript Elliptic curve cryptography library (⭐ 307)
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Pairing-friendly elliptic curve library. (⭐ 353)
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In astrodynamics or celestial mechanics, an elliptical orbit or eccentric orbit is an orbit with an eccentricity of less than 1;[citation needed] this
Libraries for finite field, elliptic curve, and polynomial arithmetic (⭐ 847)
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Gentoo Penguins just chilling on Antarctica....
Elliptic++ Dataset: A Graph Network of Bitcoin Blockchain Transactions and Wallet Addresses (⭐ 132)
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Details in comments....
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Points: 446 | Comments: 91 | Author: mfrw
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Caison was ignored by his chain of command, they tried burying this story, until he was connected with Ryan Graves' organization "Americans for Safe Aerospace". [https://x.com/uncertainvector/status/...
This article gives an elementary computational proof of the group law for Edwards elliptic curves following Bernstein, Lange, et al., Edwards, and Friedl. The associative law is expressed as a polynomial identity over the integers that is directly ch...