PHOTO
Album 1
Album 2
NEWSPAPERS
Pravda (1962) - 3
PALEV ARTICLES
C. Palev, On the representations of Lie algebras in Linear spaces, International Centre for Theoretical Physics, Trieste, IC/68/23 (1968) 14 p [14]
T. Palev, A-superquantization, Dubna, E2-11942, 1978, 17 p. 2 exemp [54]
T. Palev, On a class of non-tipical representations of the Lie superalgebra A(1,0) (1979) 103-112 [55]
T. Palev, Canonical realizations of Lie superalgebras Ladder representations of the Lie superalgebra A (m/n), Journal Mathematical Physics, 28 (10) 2127-2131 (1981) [60]
T. Palev, Noncanonical quantization of two particles interactiong via a harmonic potential, Soobshenia OIAI, Dubna, E2-81-419 (1981) 15 p [61]
T. Palev, Para-Bose and Para-Fermi operators as generators oforthosymplectic superalgebras, International Centre for Theoretical Physics, Trieste, IC/79/167 (1979) 7 p [63a]
T. Palev, Para-Bose and Para-Fermi operators as generators oforthosymplectic superalgebras, Journal Mathematical Physics, 23 (6) 1100-1102 (1982) [63b]
T. Palev, Dynamical quantisation, In: Conference on Differential Geometric methods in theoretical physics, International Centre for Theoretical Physics, Trieste, 30 June - 3 July 1981, Edited by G. Denargo, H. Doebner (1981) 109-110 [64]
T. Palev, On a dynamical quantization, Czechoslovak Jurnal of Physics (32) 680-687 (1982) [65]
T. Palev, Finite-dimenesional induced representations of the Lie superalgebra sl (1, n), Docladi Bolgarskoy Academii Nauk, 35 (6) 733-736 (1982) [66]
T. Palev, O. Stoytchev, Typical representations of the Lie superalgebra sl (1, n), Soobshenia Obedinenogo Instituta Jadernih Issledovania, Dubna, E5-82-64 (1982) 6 p [67]
T. Palev, Wigner approach to quantization. Noncanonical quantization of two particles interacting via a harmonic potential, Journal Mathematical Physics, 23 (10) 1778-1784 (1982) [68]
T. Palev, Irreducible finite-dimensional representations of the Lie superalgebra sl (1, 3), In: H. Doebner, T. Palev (eds), Differential Geometric methods in theoretical physics, Proceedings of the XIII Internacional Conference (1984) 107-116 [69]
T. Palev, Finite-dimensional representations of the Lie superalgebra sl (1,3) in a Gel'fand-Zetlin basis. I. Typical representation, Journal Mathematical Physics, 26 (7) 1640-1660 (1985) [70]
T. Palev, Finite-dimensional irreducible representations of the Lie superalgebra sl (1,3) in a cel'fand-zetlin basis, International Centre for Theoretical Physics, IC/85/130, Miramare, Trieste (1985) 22 p [71a]; Journal Mathematical Physics, 27 (8) 1994-2001 (1986) [71b]
A. Kamupingene, T. Palev, Irreducible Finite-dimensional representations of the Lie superalgebrs sl(1,2) in a cel'fand-zetlin basis, International Centre for Theoretical Physics, IC/85/146, Miramare, Trieste (1985) 22 p [72a]; Bulgarian Journal of Physics, 14 (2) 124-137 (1987) [72b]
A. Kamupingene, T. Palev, S. Tsaneva, Wigner quantum systems, two particles interacting via a harmonic potential, I. Two-dimensional space, International Centre for Theoretical Physics, IC/85/169, Miramare, Trieste (1985) 25 p [73a]; Journal Mathematical Physics, 27 (8) 2067-2075 (1986) [73b]
T. Palev, Finite-Dimensional representations of the Lie superalgebra sl(1,3) in a Gel'fand-Zetlin basis. II. Nontypical representations, Journal Mathematical Physics, 28 (2) 272-291 (1987) [74] 2 eks
T. Palev, On the representations of the basic Lie superalgebras: Gel'fand Zetlin basis for sl (1,n), Symmetrics in Science II, New York (1991) 447-457 [76] 2 eks
T. Palev, Finite dimensional irreducible representations of the special linear Lie superalgebra sl(1,n), Docladi na BAN, 40 (3) 33-36 (1987) [77] 2 eks
T. Palev, Irreducible finite-dimensional representations of Lie superalgebras gl (n,1) in the gel'fand-tsetlin basis, UDC 519.46, 0016-2663/87/2103-0245s12.50, p. 245 (1988)
T. Palev, Finite-dimensional representations of the special linear Lie superalgebra sl(1,n. I. Typical representations, Journal Mathematical Physics, 28 (10) 2280-2303 (1987) [79] 2 eks
T. Palev, Essentially irreducible representations of the Lie superalgebras sl (n/1) and sl (n/2), Lecture notes in Physics (313) 161 (1988) [80] 2 eks
T. Palev, Finite-Dimensional representations of the special linear Lie superalgebra sl(1,n). II. Nontypical representations, Journal Mathematical Physics, 29 (12) 2589-2598 (1988) [81]
T. Palev, Irreducible finite-dimensional representations of the Lie superalgebra gl (n/1) in a gel'fand-zetlin basis, International centre for theoretical physics, Miramare, Trieste (1988) IC/88/207, 21 p [82a] 2 eks
A. Kamupingene, N. A. Ky, T. Palev, Finite-dimensional representations of the Lie superalgebra gl(2,2) in a gl(2) and gl(2) basis. I. Typical representations, Journal Mathematical Physics, 30 (3) 553-570 (1989) [84]
T. Palev, Highest weight irreducible unitary representations of Lie algebras of infinite matrices. I. The algebra gl(), Journal Mathematical Physics, 31 (3) 579-585 (1990) [87]
T. Palev, N. Stoilova, Finite-dimensional representations of the Lie superalgebra gl(2/2) in a gl (2) - gl (2) basis. II. Nontipical representations, Journal Mathematical Physics, 31 (4) 579-585 (1990) [88]
T. Palev, Highest weight irredicible unitarizable representations of Lie algebras of infinite matrices. The algebra A, Journal Mathematical Physics, 31 (5) 1078-1084 (1990) [90]
E. Celeghini, T. Palev, M. Tarlini, The Quantum superalgebra B(0/1) and q-deformed creation and annihilation operators, Yukawa Institute Kyoto, YITP/K-865 (1990) [91]
E. Celeghini, T. Palev, M. Tarlini, The Quantum superalgebra Bg(0/1) and q-deformed creation and annihilation operators, Modern Physics Letters B, volume 5 (3) 187-193 (1991) [91]
T. Palev, V. Tolstoy, Finite - dimensional irreducible representations of the quantum superalgebra Uq[gl(n/1)], Yukawa Institute Kyoto, YITP/K-879 (1990) 7 p [92a]
T. Palev, Lie superalgebras, infinite-dimensional algebras and quantum statistics, Yukawa Institute Kyoto, YITP/K-888 (1990)
T. Palev, V. Tolstoy, Finite - dimensional irreducible representations of the quantum superalgebra Uq[gl(n/1)], Lecture notes in Physics (382) 177-182 (1990) [92b]
T. Palev, Lie superalgebras, infinite-dimensional algebras and quantum statistics, Reports on Mathematical Physics, 31 (3) 241-262 (1992) [93]
T. Palev, V. Tolstoy, Finite-Dimensional irreducible representations of the quantum superalgebra Uq[gl(n/1)], Commun Math Phys (141) 549-558 (1991); Yukawa Institute Kyoto, YITP/K-865 (1990) [94]
T. Palev, N. Stoilova, Osp(3/2) noncanonical quantum oscillator, Sakharov Memorial Lectures in Physics, Proceedings of the First International Sakharov Conference on Physics, 21-31 May 1991, Edited by L Keldysh, V. Fainberg, volume 1, New York (1991) 283-290 [95]
T. Palev, N. Stoilova, Classificatio of all noncanonical three-dimensional quantum oscilators generating classical lie superalgebras, Classical and quantum systems - foundations and symmetries, Proceedings of the 2nd International Wigner Symposium, Goslar, Germany, 16-20 July (1991) 318-321 [96] - 3 exemp
T. Palev, Oscillator generators for quantum algebras, the algebra Uq[osp (3/2)], In: M. del Olmo, M. Santander, J. Guilarte (eds), Anales de Fisica, Monografias, Proceedings of the XIX International Colloquium, Salamanca, Spain, 29 June - 4 July 1992, Volume 1, p. 165-168
N. Ky, T. Palev, N. Stoilova, Transformations of some induced osp(3/2) modules in an so(3) + sp(2) basis, Journal of Mathematical Physics, 33 (5) 1841-1863 (1992) [97] 2 exsp
T. Palev, Transformation of some induced osp (3/2) modules in an so(3) sp(2) basis, International Centre for Theoretical Physics, Internal Report IC/91/192, Miramare, Trieste (1991) [97]
T. Palev, N. Stoilova, Wigner Quantum Systems noncanonical OSP (1/2) oscilator, Concordia University Technical Report 1/92, Montreal, Canada (1992) 24p [98]
T. Palev, A quantum osp (3/2) superalgebra freely generated by deformed para operators and its morphism onto a Wq (1/1)a clifford-wryl algebra, Concordia University Technical Report 5/92, Montreal, Canada (1992) 22p [99]
T. Palev, It is possible to extend the deformed weyl algebra Wq(n) to a hope algebra, Report, Trieste, IC/93/163
T. Palev, Quantization of Uq[OSP (1/2N]] with Deformed Para-Bose Operators, Report TW1-93-24; HEP-TH/9306016; Journal of Physics A, Mathematical and General (26) L1111-L1116 (1993)
T. Palev, A superalgebra morphism of Uq[osp(1/2n)] onto the deformed oscillator superalgebra Wq(n), Internal Report TWI=TH/93-17, Belgium, 26 May 1993, p. 1-8; Letters in Mathematical Physics (28) 321-328 (1993)
T. Palev, N. Stoilova, Finite dimensional representations of the quantum superalgebra Uq[gl(3/2)], Internal Report IC/93/123
T. Palev, N. Stoilova, Finite dimensional representations of the quantum superalgebra Uq[gl(3/2)] in a reduced Uq[gl(3/2)] >Uq[gl(3/1)] > Uq[gl(3)] basis, Internal Report TWI=TH/93-21, Belgium, 12 May 1993, p. 1-7; Journal physics A, Mathematical and General (26) 5867-5872 (1993)
T. Palev, N. Stoilova, J. van der Jeugt, Finite dimensional representations of the quantum superalgebra Uq[gl(n/m)] and related q-identities, Report, Belgium, TWI-93-30, 1-11 (1993)
T. Palev, N. Stoilova, J. van der Jeugt, Finite dimensional representations of the quantum superalgebra Uq [gl(n/m)] and related q-identities, Report, Triest, IC/93/157; Communication Mathematical Physics (166) 367-378 (1994)
T. Palev, N. Stoilova, On a possible algebra morphism of Uq[osp(1/2n)] onto the deformed oscillator algevra Wq(n), International Centre for theoretical physics, IC/93/54 (1993) p. 1-8; Letters in Mathematical Physics (28) 187-193 (1993)
T. Palev, N. Stoilova, Wigner quantum oscilators, Journal of Physics A: Mathematical and General (27) 977-983 (1994) - 2 exemplars
T. Palev, Quantization of Uq[so(2n+1)] with Deformed Para-Fermi Operators, Letters in Mathematical Physics (31) 151-157 (1994)
T. Palev, Quantization of thenLie algebra SO(2N+1) and of the Lie superalgebra OSP(1/2N) with preoscillator generators, Report TW1-95-29; HEP-TH/9412060 (1994); Jurnal of Group Theory in Physics, 3 (1) 1-12 (1995)
T. Palev, Algebraic structure of the green's ansatz and its q-deformed analogue, International Centre for Theoretical Physics, Report, IC/94/260, 1-15 (1994)
T. Palev, Algebraic structure of the green's ansatz and its q-deformed analogue, Journal of Physics A: Mathematical and General (27) 7373-7385 (1994)
T. Palev, A description of the superalgebra osp (2n+1/2m) via Green generators, CNRS Laboratoire de Gravitation et Vosmologie Relativistes, GCR-95/11/03; INRNE-TH96/1, to be published in J. Phys A - Letters (1995) p. 1-7
T. Palev, N. Stoilova, Unitarizable representations of the deformed para-bose superalgebra Uq[osp(1/2)] at roots of 1, International Centre for Theoretical Physics, Report, IC/95/97, 1-22 (1995); Journal physics A, Mathematical and General (28) 7275-7285 (1995)
T. Palev, J. Van der Jeugt, The quantum superalgebra Uq[osp(1/2n)]: deformed para-Bose operators and root of unity representations, Journal physics A, Mathematical and General (28) 2605-2616 (1995) [112] 2 exsp
T. Palev, An analogue of Holstein-Primakoff and Dyson realizations for Lie superalgebras, the Lie superalgebra sl(1/n), International Centre for Theoretical Physics, Internal Report IC/96/91 (1996) p. 1-6; Nonlinear Mathematical Physics, v. 4 (3-4) 287-292 (1997)
T. Palev, N. Stoilova, New solutions of the Yang-Baxter equation based on root of 1 representations of the para-bose superalgebra Uq[osp(1/2)], International Centre for Theoretical Physics, Report, IC/95/190, 1-14 (1995); Journal Physics A, Mathematical and General (29) 709-719 (1996)
T. Palev, N. Stoilova, Many-body wigner quantum sysyems, International Centre for theoretical physics, IC/96/127 (1996) p. 1-10; SISSA-119/96/FM
T. Palev, A description of the quantum superalgebra Uq[OSP(2N+1/2M)] via green generators, International Centre for Theoretical Physics, Internal Report IC/96/91 (1996) p. 1-6
T. Palev, The Holstein-Primakoff and Dyson realizations for the Lie superalgevra gl(m/n+1), Internal Report IC/96/101; Journal Physics A Mathematics General (30) 8273-8278 (1997)
T. Palev, N. Stoilova, Highest weight representations of the quantum albebra Uh(gl~), Journal of Physics A: Mathematical and General (30) L699-L705 (1997) - 2 exemplars
T. Palev, P. Parashar, An alternative to the Chevalley description of U[sl(n+1)] and Uq[sl(n+1)], Letters in Mathematical Physics (43) 7-19 (1998) - 2 exemplars
T. Palev, J. van der Jeugt, Quasiboson representations of sl(n+1) and generalized quantum statistics, ICTP, 27.09.2000, 9 p [134] 2 br
T. Palev, N. Stoilova, J. van der Jeugt, Jacobson Generators of (Quantum) sl(n+1/m). Related statistics, Proceedings of Institute of Mathematics of NAS of Ukraine, 2002, 8 p
T. Palev, N. Stoilova, Wigber quabtyn systens: Lie superalgebraic approach, Reports on Mathematical Physics (40) 395-404 (2002)
R. King, T. Palev, N. Stoilova, J. van der Jeugt, The non-commutative and discrete spatial structure of a 3D Wigner quantum oscilator, Journal of Physics A: Mathematical and General (36) 4337-4362 (2003)
ARTICLES
P. Anderson, G. Baskaran, Z. Zou, T. Hsu, Resonating-Valence-Bond Theory of Phase Transitions and Superconductivity in LawCuO4 Based Compounds, Physical Review Letters, 58 (26) 2790-2793 (1987)
M. Daoud, Representations and properties of generalized A statistics, 20,June 2006, 12 p
Wu-Sheng Dai, Mi Xie, Intermediate-statistics spin waves, Journal Stat Mechanics (2009) P04021 arxiv:0906.4818v1, 22 p
Wu-Sheng Dai, Mi Xie, Gentile statistics with a large maximum ocupation number, Annals of physics, v. 309 (2) 295-305 (2004)
D. Finkelstein, Palev statistics and the chronon, In: V. Dobrev (ed), Lie theory and its applications in physics, IX International Workshop (2013) p.25-37
M. Gutzwiller, Correlation of electrons in a narrow s band, Physical Review, 137 (6A) A1726-1735 (1965)
A. Harris, R. Lange, Single particle excitations in Narrow energy bands, Physical Review, 157 (2) 295-314 (1967)
W. Hofstetter, J. Cirac, P. Zoller, E. Demler, M. Lukin, High-Temperature superfluidity of Fermionic Atoms in Optical Lattices, Physical Review Letters, 89 (22) 220407-1 - 220407-4(2002)
J. Jain, S. Rao, Quantum Hall Effect of Hard-Core Bosons (1995)
D. Jaksch, C. Bruder, J. Cirac, C. Gardomer, P. Zoller, Cold bosonic atoms in optical lattices, Physical Review Letters, 81 (15) 3108-3111 (1998)
V. Kotov, O. Sushkov, Z. Weihong, J. Oitmaa, Novel Approach to Description of Spin-Liquid phases in low-dimensional quantum antiferromagnetsm, Physical Review Letters, 80 (26) 5790-5793 (1998)
B. Kumar, Canonical representation for electrons and its application to the Hubbard model, Physical Review B (27) 205115 (2008)
J-L. Loday, T. Popov, Parastatistics Algebra and Super Aemistandard Young Tableaux and the Super Plactic Monoid
J. Richter, O. Dershko, A. Honecker, The sawtooth chain: From Heisenberg spins to Hubbard electrons, International Journal of Modern Physics B (2008)
R. Roth, K. Burnett, Dynamic structure factor of ultracold Bose and Fermi gases in optical lattices, Journal of Physics B: Atomic, Molecular and Optical Physics (37) 3893-3907 (2004)
A. Vourdas, Quantum systems with finite Hilbert space" Galois fields in quantum mechanics, Journal Physics A Mathematical and Theoretical (40) 285-331 (2007)
R. Zeyher, M. Kulie, Statistics and dynamics of charge fluctuations in the t-J model, Physics Revew B (54) 8985-8988 (1996) p. 1-10
18 articles cited Palev
14 articles cited Palev
Citations Palev (2013-2014)
PALEV ARTICLE MANUSCRIPTS
T. Palev, N. Stoilova, Representations of the Quantum algebra Uq[gl(~)], UQMATH-arc-9620
T. Palev, N. Stoilova, Wigner Quantum Systems: Noncanonical OSP(3/2) Oscilator, Technical Report No1/92, February 1992, Concordia University, Department of Mathematics and Statistics, Montreal, Canada, 24 p
T. Palev, A Quantum OSP(3/2) Superalgebra Freely generated by deformed para operators and its morphism onto A Wq(1/1)a cliford-Weyl algebra, Technical Report No 5/92, May 1992, Concordia University, Department of Mathematics and Statistics, Montreal, Canada, 22 p
T. Palev, Oscillator generators for quantum algebras, the algebra Uq[osp (3/2)] p. 1-4; Published in Proceedings of the XIX International Colloquium, Salamanca, Spain, 29 June - 4 July 1992, Volume 1, p. 165-168
T. Palev, SL(3/N) Wigner quantum oscilators (An example of a noncommutative square commutative geometry) 24.05.2005
T. Palev, Is the statistics of hardcore bosons an A-statistics? 3p, 03.10.2011
T. Palev, Gutzwiller projections, Habbard operators and related A-statistics, 26 p, 09.07.2012
T. Palev, Abstract, 27 p, 26.11.2013 (7 copies)
T. Palev, Do new quantum statistics exist in nature? Wigner quantum systems, 12 p, 14.12.2014 (3 copies)
T. Palev, Elementary introduction to the statistics of class A, 8 p. 21.05.2016 (2 copies)
T. Palev, Do new quantum staatistics exist in nature? Simple wigner quantum systems, 12 p. 05.01.2017 - 06.02.2018 (5 copies)
ARTICLE MANUSCRIPTS
J. Van der Jeugt, Wigner Quantization and Lie Superalgebra Representations, Dedicated to T. Palev 75 birthday
Ch. Stoyanov, List of publication, selected (2018) p. 1-15
BOOKS
Tchavdar Palev, Wigner Oscillators with Non-commutative Square Commutative Geometry, Lambert Academie Publishing, Mauritius (2018) 79 p ISBN: 978-613-9-83711-3 - 3 br
OBJECTS
Ikon "St. Demetrius of Thessalonica" made by wood
|
