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Results: 1-11 |
Results: 11

Authors: KLIMEK S LESNIEWSKI A
Citation: S. Klimek et A. Lesniewski, QUANTIZED KRONECKER FLOWS AND ALMOST-PERIODIC QUANTUM-FIELD THEORY, Journal of mathematical physics, 38(11), 1997, pp. 5605-5625

Authors: KLIMEK S LESNIEWSKI A MAITRA N RUBIN R
Citation: S. Klimek et al., ERGODIC PROPERTIES OF QUANTIZED TORAL AUTOMORPHISMS, Journal of mathematical physics, 38(1), 1997, pp. 67-83

Authors: KLIMEK S LESNIEWSKI A
Citation: S. Klimek et A. Lesniewski, QUANTUM RIEMANN SURFACES FOR ARBITRARY PLANCKS-CONSTANT, Journal of mathematical physics, 37(5), 1996, pp. 2157-2165

Authors: KLIMEK S WOJCIECHOWSKI KP
Citation: S. Klimek et Kp. Wojciechowski, ADIABATIC COBORDISM THEOREMS FOR ANALYTIC-TORSION AND ETA-INVARIANT, Journal of functional analysis, 136(2), 1996, pp. 269-293

Authors: KLIMEK S LESNIEWSKI A
Citation: S. Klimek et A. Lesniewski, THE SMOOTH COHOMOLOGY OF N=2 SUPERSYMMETRIC LANDAU-GINZBURG FIELD-THEORIES, Communications in Mathematical Physics, 175(3), 1996, pp. 643-656

Authors: KLIMEK S LESNIEWSKI A
Citation: S. Klimek et A. Lesniewski, QUANTIZED CHAOTIC DYNAMICS AND NONCOMMUTATIVE KS ENTROPY, Annals of physics, 248(2), 1996, pp. 173-198

Authors: BORTHWICK D KLIMEK S LESNIEWSKI A RINALDI M
Citation: D. Borthwick et al., MATRIX CARTAN SUPERDOMAINS, SUPER TOEPLITZ-OPERATORS, AND QUANTIZATION, Journal of functional analysis, 127(2), 1995, pp. 456-510

Authors: KLIMEK S LESNIEWSKI A
Citation: S. Klimek et A. Lesniewski, QUANTUM RIEMANN SURFACES .3. THE EXCEPTIONAL CASES, letters in mathematical physics, 32(1), 1994, pp. 45-61

Authors: BORTHWICK D KLIMEK S LESNIEWSKI A RINALDI M
Citation: D. Borthwick et al., SUPERSYMMETRY AND FREDHOLM MODULES OVER QUANTIZED SPACES, Communications in Mathematical Physics, 166(2), 1994, pp. 397-415

Authors: KLIMEK S LESNIEWSKI A
Citation: S. Klimek et A. Lesniewski, A 2-PARAMETER QUANTUM DEFORMATION OF THE UNIT DISC, Journal of functional analysis, 115(1), 1993, pp. 1-23

Authors: BORTHWICK D KLIMEK S LESNIEWSKI A RINALDI M
Citation: D. Borthwick et al., SUPER TOEPLITZ-OPERATORS AND NONPERTURBATIVE DEFORMATION QUANTIZATIONOF SUPERMANIFOLDS, Communications in Mathematical Physics, 153(1), 1993, pp. 49-76
Risultati: 1-11 |