This article is cited in 2 papers

Nonhomogeneous $G$-spaces of compact Lie groups

A. G. Nasybullin


Abstract: The group $A(K)/N$ is computed, where $A(K)$ is the group of points of a Tate curve over a local field while $N$ is the group of universal norms from the group of points over a $\Gamma$-extension. As an application, the Mazur $l$-modulus of modular elliptic curves is computed for values of $l$ dividing the denominator of the absolute invariant.

UDC: 512

Received: 21.06.1971

 English version: Mathematical Notes, 1973, 13:4, 322–327

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