D. Juriev

activity

19942001

most citedTopics in Hidden Symmetries

13 citations · 47 across the 41 of their papers we have counts for

collaborators

Showing 1997Show all

3 papers · 1 filter

q-alg1997

On the nonhamiltonian interaction of two rotators. II. Unraveling the algebraic structure

Denis V. Juriev

This note being is devoted to the unraveling of the algebraic structure, which governs the quadratic nonhamiltonian interaction of two rotators described in the first part. It shou…

funct-an1997

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

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 asymptoti…

funct-an1997

On the infinite dimensional hidden symmetries. I. Infinite dimensional geometry of $q_{R}$ -conformal symmetries

Denis V. Juriev

This paper opens the series of articles supplemental to the series (hep-th/9405050,q-alg/9610026,q-alg/9611003,q-alg/9611019,funct-an/9611003), which also lies in lines of general…

On the nonhamiltonian interaction of two rotators. II. Unraveling the algebraic structure

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

On the infinite dimensional hidden symmetries. I. Infinite dimensional geometry of qR​-conformal symmetries

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

On the infinite dimensional hidden symmetries. I. Infinite dimensional geometry of $q_{R}$ -conformal symmetries