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Routh reduction and Cartan mechanics
(Elsevier Science, 2017-04)
In the present work a Cartan mechanics version for Routh reduction is considered, as an intermediate step towards Routh reduction in field theory. Motivation for this generalization comes from a scheme for integrable systems ...
Generating Higher-Order Lie Algebras by Expanding Maurer Cartan Forms
(Cornell University Library, 2015)
Generating Higher-Order Lie Algebras by Expanding Maurer Cartan Forms
(Cornell University Library, 2015)
Heegner Points on Cartan Non-split Curves
(Canadian Mathematical Soc, 2016-04)
Let $E/\mathbb{Q}$ be an elliptic curve of conductor $N$, and let $K$ be an imaginary quadratic field such that the root number of $E/K$ is $-1$. Let $\mathscr{O}$ be an order in $K$ and assume that there exists an odd ...
Generating infinite-dimensional algebras from loop algebras by expanding maurer-cartan forms
(AMERICAN INSTITUTE OF PHYSICS, 2011)
Generating higher-order lie algebras by expanding maurer-cartan forms
(AMERICAN INSTITUTE OF PHYSICS, 2009)
Bosonic (p-1)-forms in einstein-cartan theory of gravity
(AMERICAN PHYSICAL SOCIETY, 2014)
Generating higher-order lie algebras by expanding maurer-cartan forms
(AMERICAN INSTITUTE OF PHYSICS, 2009)