Publication date
January 2011
DOI ISSN
1080-6377 Journal
0002-9327 Citation count (estimate)
3Abstract
We prove a generalization of the Siegel-Weil theorem for loop groups. © 2011 by The Johns Hopkins University Press
We prove a generalization of the Siegel-Weil theorem for loop groups. © 2011 by The Johns Hopkins University Press
summary:A family of loops is studied, which arises with its binary operation in a natural way from s...
summary:Loop capable groups are groups which are isomorphic to inner mapping groups of loops. In thi...
summary:Let $G$ be a finite group and $C_2$ the cyclic group of order 2. Consider the 8 multiplicati...
In the present paper we extend A. Weil's proof of the Siegel-Weil theorem to symplectic, nilpotent t...
The author presents the fundamentals of the theory of smooth loops generalizing Lie group theory. In...
We prove the convergence of the theta functional for loop group Weil representation under certain na...
We introduce Weil representations for loop symplectic groups and prove the convergence and modularit...
Abstract The dissertation consists of three articles in which the solvability of groups and the solv...
In the present paper we generalize the concept of groups with triality and apply it to the theory of...
In this thesis, we present the Weil representation over loop symplectic groups. Then we study the q...
The concept of Smarandache Bryant Schneider Group of a Smarandache loop is introduced. Relationship(...
summary:In this paper we consider finite loops and discuss the problem which nilpotent groups are is...
The book contains the first systematic exposition of the current known theory of K-loops, as well as...
In this thesis I shall be exploring the normal and characteristic structure of quasigroups and loops...
The purpose of this note is to record natural ltered simplicial group models for iterated loop space...
summary:A family of loops is studied, which arises with its binary operation in a natural way from s...
summary:Loop capable groups are groups which are isomorphic to inner mapping groups of loops. In thi...
summary:Let $G$ be a finite group and $C_2$ the cyclic group of order 2. Consider the 8 multiplicati...
In the present paper we extend A. Weil's proof of the Siegel-Weil theorem to symplectic, nilpotent t...
The author presents the fundamentals of the theory of smooth loops generalizing Lie group theory. In...
We prove the convergence of the theta functional for loop group Weil representation under certain na...
We introduce Weil representations for loop symplectic groups and prove the convergence and modularit...
Abstract The dissertation consists of three articles in which the solvability of groups and the solv...
In the present paper we generalize the concept of groups with triality and apply it to the theory of...
In this thesis, we present the Weil representation over loop symplectic groups. Then we study the q...
The concept of Smarandache Bryant Schneider Group of a Smarandache loop is introduced. Relationship(...
summary:In this paper we consider finite loops and discuss the problem which nilpotent groups are is...
The book contains the first systematic exposition of the current known theory of K-loops, as well as...
In this thesis I shall be exploring the normal and characteristic structure of quasigroups and loops...
The purpose of this note is to record natural ltered simplicial group models for iterated loop space...
summary:A family of loops is studied, which arises with its binary operation in a natural way from s...
summary:Loop capable groups are groups which are isomorphic to inner mapping groups of loops. In thi...
summary:Let $G$ be a finite group and $C_2$ the cyclic group of order 2. Consider the 8 multiplicati...
Add to ORKG