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Results:
1-9
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Results: 9
Authors:
DOBROWOLSKI T
Citation: T. Dobrowolski, EXCITATIONS OF VORTICES IN ABELIAN HIGGS-MODEL, Journal of physics. A, mathematical and general, 30(4), 1997, pp. 1191-1198
Authors:
BESSAGA C
DOBROWOLSKI T
Citation: C. Bessaga et T. Dobrowolski, AFFINE AND HOMEOMORPHIC EMBEDDINGS INTO L(2), Proceedings of the American Mathematical Society, 125(1), 1997, pp. 259-268
Authors:
DOBROWOLSKI T
GRABOWSKI J
KAWAMURA K
Citation: T. Dobrowolski et al., TOPOLOGICAL TYPE OF WEAKLY CLOSED SUBGROUPS IN BANACH-SPACES, Studia Mathematica, 118(1), 1996, pp. 49-62
Authors:
DOBROWOLSKI T
Citation: T. Dobrowolski, ON CURVED VORTEX SOLUTIONS IN THE ABELIAN HIGGS-MODEL, Journal of mathematical physics, 36(3), 1995, pp. 1054-1062
Authors:
DOBROWOLSKI T
Citation: T. Dobrowolski, EVERY INFINITE-DIMENSIONAL HILBERT-SPACE IS REAL-ANALYTICALLY ISOMORPHIC WITH ITS UNIT-SPHERE, Journal of functional analysis, 134(2), 1995, pp. 350-362
Authors:
DOBROWOLSKI T
Citation: T. Dobrowolski, APPLICATIONS OF MEMBRANES IN THE ABELIAN HIGGS-MODEL, Physical review. D. Particles and fields, 50(10), 1994, pp. 6503-6511
Authors:
ANCEL FD
DOBROWOLSKI T
GRABOWSKI J
Citation: Fd. Ancel et al., CLOSED SUBGROUPS IN BANACH-SPACES, Studia Mathematica, 109(3), 1994, pp. 277-290
Authors:
DOBROWOLSKI T
RUBIN LR
Citation: T. Dobrowolski et Lr. Rubin, THE HYPERSPACES OF INFINITE-DIMENSIONAL COMPACTA FOR COVERING AND COHOMOLOGICAL DIMENSION ARE HOMEOMORPHIC, Pacific journal of mathematics, 164(1), 1994, pp. 15-39
Authors:
CAUTY R
DOBROWOLSKI T
Citation: R. Cauty et T. Dobrowolski, APPLYING COORDINATE PRODUCTS TO THE TOPOLOGICAL IDENTIFICATION OF NORMED SPACES, Transactions of the American Mathematical Society, 337(2), 1993, pp. 625-649
Risultati:
1-9
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