On the infinite-dimensional hidden symmetries. III. $q_R$-conformal symmetries at $q_R\to\infty$ and Berezin-Karasev-Maslov asymptotic quantization of $C^\infty(S^1)$

Denis V. Juriev

paper

On the infinite-dimensional hidden symmetries. III. $q_{R}$ -conformal symmetries at $q_{R} \to \infty$ and Berezin-Karasev-Maslov asymptotic quantization of $C^{\infty} (S^{1})$

arXiv:funct-an/9702002

Abstract

The relations between the infinite dimensional geometry of $q_{R}$ -conformal symmetries at $q_{R} \to \infty$ , Berezin quantization of the Lobachevskii plane and Karasev-Maslov asymptotic quantization are explicated. Some aspects of the ``approximate'' representation theory are discussed.

minor comments are inserted into the revised version; Part I:funct-an/9612004, II:funct-an/9701009

References in corpus (1)

Topics in Hidden Symmetries

On the infinite-dimensional hidden symmetries. III. qR​-conformal symmetries at qR​→∞ and Berezin-Karasev-Maslov asymptotic quantization of C∞(S1)

Abstract

References in corpus (1)

On the infinite-dimensional hidden symmetries. III. $q_{R}$ -conformal symmetries at $q_{R} \to \infty$ and Berezin-Karasev-Maslov asymptotic quantization of $C^{\infty} (S^{1})$