Пошуковий запит: (<.>K=DIMENSIONAL$<.>) |
Загальна кількість знайдених документів : 24
Представлено документи з 1 до 20
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1. |
BergerBerger, M. M. Perspectives in Nonlinearity. An Introduction to Nonlinear Analysis / Berger M., Berger M. - N.Y. : Benjamin, 1968. - 189 с. - Б. ц.
Кл.слова: Nonlinear Analysis -- Dimensional Systems -- nonlinear -- analysis -- dimensional -- systems |
2. |
Differential Analysis in Infinite Dimensional Spaces: Proc. of an AMS Special Session (August 8-10, 1983) - Contemporary Mathematics. Vol. 54. - Providence : AMS, 1986. - 121 с. - Б. ц.
Кл.слова: Differential Analysis -- Complex Manifolds -- differential -- analysis -- complex -- manifolds |
3. |
Electronic Properties of Inorganic Quasi-One-Dimensional Compounds. Part I - Theoretical / Monceau P. - Dordrecht : Reidel Publ. Comp., 1985. - 253 с. - Б. ц.
Кл.слова: One-Dimensional Conductors -- Inorganic Chemistry Physical -- one -- dimensional -- conductors -- inorganic -- chemistry -- physical Дод. точки доступу: Monceau, P.
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Electronic Properties of Inorganic Quasi-One-Dimensional Compounds. Part II - Experimental / Monceau P. - Dordrecht : Reidel Publ. Comp., 1985. - 323 с. - Б. ц.
Кл.слова: One-Dimensional Conductors -- Inorganic Chemistry Physical -- one -- dimensional -- conductors -- inorganic -- chemistry -- physical Дод. точки доступу: Monceau, P.
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5. |
Lecture Notes in Physics. Vol. 63: Harmonic Analysis. On the n-Dimensional Lorentz Group and its Application to Conformal Quantum Field Theory. - Berlin : Springer, 1977. - 280 с. - (Lecture Notes in Physics. Vol. 63). - Б. ц.
Кл.слова: Analysis harmonic Lorentz group application quantum field theory -- analysis -- harmonic -- lorentz -- group -- application -- quantum -- field -- theory |
6. |
Jong-Ping Einstein s Relativity and Beyond. New Symmetry Approaches / Jong-Ping Hsu. - Singapore : World Scient., 2000. - 418 с. - Б. ц.
Кл.слова: relativity dimensional -- relativity -- dimensional |
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Infinite Dimensional Groups with Applications / Kac V. Ed. - N.Y. : Springer, 1985. - 379 с. - Б. ц.
Кл.слова: Lie algebras Lie groups applications -- lie -- algebras -- groups -- applications Дод. точки доступу: Kac, V.
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Bauerle, G. G. Lie Algebras. Part 1: Finite and Infinite Dimensional Lie Algebras and Applications in Physics / Bauerle G.G.A., Kerf E.A. - Amsterdam : North-Holland, 1990. - 394 с. - (Studies in Mathematical Physics. Vol.1). - Б. ц.
Кл.слова: Lie algebras applications physics finite element method infinite-dimensional manifolds mathematical physics -- lie -- algebras -- applications -- physics -- finite -- element -- method -- infinite -- dimensional -- manifolds -- mathematical Дод. точки доступу: Kerf
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Electron-Electron Correlation Effects in Low-Dimensional Conductors and Superconductors / Ovchinnikov A.A., Ukrainskii I.I.[Eds.]. - Berlin : Springer, 1991. - 160 с. - Б. ц.
Кл.слова: Electron correlation low-dimensional conductors superconductors -- electron -- correlation -- low -- dimensional -- conductors -- superconductors Дод. точки доступу: Ovchinnikov, A. A.; Ukrainskii, I. I.
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10. |
Mandl, P. Analytical Treatment of One-Dimensional Markov Processes / Mandl P. - Prague : Acad. of Sciences, 1968. - 192 с. - Б. ц.
Кл.слова: Markov processes probability -- markov -- processes -- probability |
11. |
Marchioro, C. Lecture Notes in Physics Vol. 203: Vortex Methods in Two-Dimensional Fluid Dynamics / Marchioro C., Pulvirenti M. - Berlin : Springer, 1984. - 137 с. - (Lecture Notes in Physics. Vol. 203). - Б. ц.
Кл.слова: Vortex methods fluid dynamics -- vortex -- methods -- fluid -- dynamics Дод. точки доступу: Pulvirenti, M.
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12. |
McCoy, B. M. The Two-Dimensional Ising Model / McCoy B.M., Tai Tsun Wu. - Cambridge : Harvard Univ. Press, 1973. - 412 с. - Б. ц.
Кл.слова: Ising model statistical mechanics Dimer statistics magnetism -- ising -- model -- statistical -- mechanics -- dimer -- statistics -- magnetism Дод. точки доступу: Tai (Wu)
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13. |
Mill (J.). Infinite-Dimensional Topology / Mill van J. - Amsterdam : North-Holland, 1989. - 401 с. - Б. ц.
Кл.слова: topology dimension theory infinite dimensional manifolds -- topology -- dimension -- theory -- infinite -- dimensional -- manifolds |
14. |
Mira, C. Chaotic Dynamics: From the One-Dimensional Endomorphism to the Two-Dimensional Diffeomorphism / Mira C. - Singapore : World Scient., 1987. - 449 с. - Б. ц.
Кл.слова: Dynamic systems -- chaotic dynamics endomorphism diffeomorphism -- dynamic -- systems -- chaotic -- dynamics -- endomorphism -- diffeomorphism |
15. |
Lecture Notes in Physics. Vol. 34: One-Dimensional Conductors. - Berlin : Springer, 1975. - 371 с. - (Lecture Notes in Physics. Vol. 34). - Б. ц.
Кл.слова: one-dimensional conductors -- one -- dimensional -- conductors |
16. |
Ottesen, J. T. Infinite Dimensional Groups and Algebras in Quantum Physics / Ottesen J.T. - Berlin : Springer, 1995. - 218 с. - (LNP m 27). - Б. ц.
Кл.слова: infinite dimensional groups -- algebras quantum physics -- infinite -- dimensional -- groups -- algebras -- quantum -- physics |
17. |
Proceedings of the International Conference on Low-Dimensional Conductors (Boulder, Colorado, 9-14 August, 1981). - Part F. - N.Y. : Gordon and Breach, 1982. - 337 с. - Б. ц.
Кл.слова: low-dimensional conductors -- solid state physics -- low -- dimensional -- conductors -- solid -- state -- physics |
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Proceedings of the International Conference on Low-Dimensional Conductors (Boulder, Colorado, 9-14 August, 1981). - Part D. - N.Y. : Gordon and Breach, 1982. - 355 с. - Б. ц.
Кл.слова: low-dimensional conductors -- solid state physics -- low -- dimensional -- conductors -- solid -- state -- physics |
19. |
Proceedings of the International Conference on Low-Dimensional Conductors (Boulder, Colorado, 9-14 August, 1981). - Part C. - N.Y. : Gordon and Breach, 1982. - 312 с. - Б. ц.
Кл.слова: low-dimensional conductors -- solid state physics -- low -- dimensional -- conductors -- solid -- state -- physics |
20. |
Proceedings of the International Conference on Low-Dimensional Conductors (Boulder, Colorado, 9-14 August, 1981). - Part E. - N.Y. : Gordon and Breach, 1982. - 348 с. - Б. ц.
Кл.слова: low-dimensional conductors -- solid state physics -- low -- dimensional -- conductors -- solid -- state -- physics |
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