Publication Search Results
Exact matches for:
- Author = Zhang RB [web profile page]
1.
Zhang RB
Ruibin Zhang:
Noncommutative spaces for parafermions,
Journal of Geometry and Physics,
201
(2024),
105192 (24 pages).
2.
Iohara K, Lehrer GI, Zhang RB
K Iohara, G I Lehrer, and R B Zhang:
Equivalence of a tangle category and a category of infinite dimensional \(\mathrm{Uq}(\mathrm{sl}2)\)-modules,
Representation Theory,
25
(2021),
265–299 (Free Access).
3.
Lehrer GI, Zhang RB
G I Lehrer and R B Zhang:
The second fundamental theorem of invariant theory for the orthosymplectic supergroup,
Nagoya Mathematical Journal,
242
(2021),
52–76.
4.
Lehrer GI, Zhang H, Zhang RB
Gustav I Lehrer, Hechun Zhang and Ruibin Zhang:
First fundamental theorems of invariant theory for quantum supergroups,
European Journal of Mathematics,
6
(2020),
no. 3,
928–976.
5.
Su Y, Zhang RB
Yucai Su and R B Zhang:
Mixed cohomology of Lie superalgebras,
Journal of Algebra,
549
(2020),
1–29.
6.
Iohara K, Lehrer GI, Zhang RB
K Iohara, G I Lehrer and R B Zhang:
Temperley-Lieb algebras at roots of unity, a fusion category and the Jones quotient,
Mathematical Research Letters,
26
(2019),
no. 1,
121–158.
MR3963979
7.
Coulembier K, Zhang RB
Kevin Coulembier, Ruibin Zhang:
Borelic pairs for stratified algebras,
Advances in Mathematics,
345
(2019),
53–115.
MR3898256
8.
Xu Y, Zhang RB
Ying Xu and R B Zhang:
Quantum correspondences of affine Lie superalgebras,
Mathematical Research Letters,
25
(2018),
no. 3,
1009 – 1036.
9.
Deligne P, Lehrer GI, Zhang RB
P Deligne, G I Lehrer, R B Zhang:
The first fundamental theorem of invariant theory for the orthosymplectic super group,
Advances in Mathematics,
327
(2018),
4–24.
10.
Lehrer GI, Zhang RB
Gustav I. Lehrer and R. B. Zhang:
Invariants of the special orthogonal group and an enhanced Brauer category,
L'Enseignement Mathématique,
63
(2017),
no. 1-2,
181–200.
MR3777135
11.
Lehrer GI, Zhang RB
G I Lehrer and R B Zhang:
The First Fundamental Theorem of Invariant Theory for the Orthosymplectic Supergroup,
Communications in Mathematical Physics,
349
(2017),
no. 2,
661–702.
12.
Wu Y, Zhang RB
Yuezhu Wu and R B Zhang:
Integrable representations of the quantum affine special linear superalgebra,
Advances in Theoretical and Mathematical Physics,
20
(2016),
no. 3,
553–593.
MR3565862
13.
Su Y, Zhang RB
Yucai Su and R B Zhang:
Erratum to Character and Dimension Formulae for Queer Lie Superalgebra [Commun. Math. Phys., (2015), 333, (1465-1481), DOI 10.1007/s00220-014-2209-4],
Communications in Mathematical Physics,
342
(2016),
no. 2,
769–770.
14.
Su Y, Zhang RB
Yucai Su and R B Zhang:
Generalised Jantzen Filtrationof Exceptional Lie Superalgebras,
Israel Journal of Mathematics,
212
(2016),
635–676.
15.
Wu Y, Zhang RB
Yuezhu Wu and R B Zhang:
Integrable representations of affine \(A(m, n)\) and \(C(m)\) superalgebras,
Journal of Pure and Applied Algebra,
220
(2016),
no. 4,
1434–1450.
16.
Andersen H, Lehrer GI, Zhang RB
Henning Andersen, Gustav Lehrer, Ruibin Zhang:
Cellularity of certain quantum endomorphism algebras,
Pacific Journal of Mathematics,
279
(2015),
no. 1-2,
11–36.
17.
Lehrer GI, Zhang RB
G I Lehrer, R B Zhang:
The Brauer category and invariant theory,
Journal of the European Mathematical Society,
17
(2015),
2311–2351.
18.
Su Y, Zhang RB
Yucai Su and R B Zhang:
Character and Dimension Formulae for Queer Lie Superalgebra,
Communications in Mathematical Physics,
333
(2015),
1465–1481.
19.
Zhang RB
Ruibin Zhang:
Serre presentations of Lie superalgebras,
Advances in Lie Superalgebras,
Springer INdAM Series 7,
Springer,
Switzerland,
(2014),
235–280.
ISBN 978-3-31902951-1.
MR3205091
20.
Xia C, Zhang RB
C Xia and RB Zhang:
Unitary highest weight modules over block type lie algebras B(q),
Journal of Lie Theory,
23
(2013),
no. 1,
159–176.
21.
Lehrer GI, Zhang RB
Gustav Lehrer and Ruibin Zhang:
The second fundamental theorem of invariant theory for the orthogonal group,
Annals of Mathematics,
176
(2012),
2031–2054.
MR2979865
22.
Su Y, Zhang RB
Yucai Su, R B Zhang:
Generalised Jantzen filtration of Lie superalgebras I.,
Journal of the European Mathematical Society,
14
(2012),
no. 4,
1103–1133.
MR2928846
23.
Su Y, Zhang RB
Yucai Su, R B Zhang:
Generalised Verma modules for the orthosymplectic Lie superalgebra ospk|2,
Journal of Algebra,
357
(2012),
94–115.
MR2905244
24.
Lehrer GI, Zhang RB
G I Lehrer and R B Zhang:
Quantum group actions on rings and equivariant K-theory,
Contemporary Mathematics,
565
(2012),
115–141.
MR2932425
25.
Chaichian M, Tureanu A, Zhang RB
M Chaichian, A Tureanu and R B Zhang:
Extended Poincaré supersymmetry in three dimensions and supersymmetric anyons,
Journal of Mathematical Physics,
53
(2012),
no. 7,
072302 (8 pages).
26.
Coulembier K, Zhang RB
K Coulembier and R B Zhang:
Invariant integration on orthosymplectic and unitary supergroups,
Journal of Physics A: Mathematical and Theoretical,
45
(2012),
32 pages.
27.
Lehrer GI, Nakano DK, Zhang RB
Gustav I Lehrer, Daniel K Nakano, Ruibin Zhang:
Detecting cohomology for Lie superalgebras,
Advances in Mathematics,
228
(2011),
no. 4,
2098–2115.
28.
Meng G, Zhang RB
Guowu Meng and Ruibin Zhang:
Generalized MICZ-Kepler problems and unitary highest weight modules,
Journal of Mathematical Physics,
52
(2011),
no. 4,
042106 (23 pages).
29.
Lehrer GI, Zhang RB, Zhang H
G I Lehrer, Hechun Zhang, R B Zhang:
A quantum analogue of the first fundamental theorem of classical invariant theory,
Communications in Mathematical Physics,
301
(2011),
131–174.
30.
Lam N, Zhang RB
Ngau Lam, R B Zhang:
u-Cohomology formula for unitarizable modules over general linear superalgebras,
Journal of Algebra,
327
(2011),
50–70.
31.
Lehrer GI, Zhang RB
G I Lehrer and R B Zhang:
A Temperley-Lieb analogue for the BMW Algebra,
Representation Theory of Algebraic Groups and Quantum Groups,
Progress in Mathematics,
Birkhauser,
USA,
(2010),
348.
ISBN 978-0-8176-4696-7.
32.
Sun W, Wang D, Xie N, Zhang RB, Zhang X
Wen Sun, Ding Wang, Naqing Xie, R B Zhang, Xiao Zhang:
Gravitational collapse of spherically symmetric stars in noncommutative general relativity,
The European Physical Journal C,
69
(2010),
271–279.
33.
Ke WF, Lai KF, Zhang RB
W F Ke, K F Lai and R B Zhang:
Quantum codes from Hadamard matrices,
Linear and Multilinear Algebra,
58
(2010),
no. 7,
847–854.
34.
Zhang RB, Zhang X
Ruibin Zhang and Xiao Zhang:
Projective module description of embedded noncommutative spaces,
Reviews in Mathematical Physics,
22
(2010),
no. 5,
507–531.
MR2658423
35.
Liu X, Zhang RB
Xin LIU, Ruibin Zhang:
Topological vortices in chiral gauge theory of graphene,
Annals of Physics,
325
(2010),
384–391.
36.
Wang D, Zhang RB, Zhang X
Ding Wang, R.B. Zhang, Xiao Zhang:
Exact solutions of noncommutative vacuum Einstein field equations and plane-fronted gravitational waves,
The European Physical Journal C,
64
(2009),
439–444.
MR2563057
37.
Wang D, Zhang RB, Zhang X
Ding Wang, R B Zhang and Xiao Zhang:
Quantum deformations of Schwarzchild-de Sitter spacetimes,
Classical Quantum Gravity,
26
(2009),
no. 8,
085014–08528.
38.
Wu Y, Zhang RB
Yuezhu Wu, R B Zhang:
Unitary highest weight representations of quantum general linear superalgebra,
Journal of Algebra,
321
(2009),
3568–3593.
MR2510063
39.
Lehrer GI, Zhang RB
Gustav Isaac Lehrer and Ruibin Zhang:
On Endomorphisms of Quantum Tensor Space,
Letters in mathematical physics,
86
(2008),
209–227.
MR2465755
40.
Chaichian M, Tureanu A, Zhang RB, Zhang X
M Chaichian, A Tureanu, R B Zhang and Xiao Zhang:
Riemannian geometry of noncommutative surfaces,
Journal of Mathematical Physics,
49
(2008),
no. 7,
073511–1 (26 pp).
41.
Cheng SJ, Wang W, Zhang RB
Shun-Jen Cheng, Weigiang Wang, R B Zhang:
Super Duality and Kazhdan-Lusztig Polynomials,
Transactions of the American mathematical society,
360
(2008),
no. 11,
5883–5924.
MR2425696
42.
Billig Y, Molev AI, Zhang RB
Y. Billig, A. Molev and R. Zhang:
Differential equations in vertex algebras and simple modules for the Lie algebra of vector fields on a torus,
Advances in Mathematics,
218
(2008),
1972–2004.
MR2431666
43.
Zhang RB
R B Zhang:
Orthosymplectic Lie superalgebras in superspace analogues of quantum Kepler problems,
Communications in Mathematical Physics,
280
(2008),
no. 2,
545–562.
MR2395482
44.
Chaichian M, Kulish PP, Tureanu A, Zhang RB, Zhang X
M Chaichian, P P Kulish, A Tureanu, R B Zhang and Xiao Zhang:
Noncommutative fields and actions of twisted Poincaré algebra,
Journal of Mathematical Physics,
49
(2008),
no. 4,
16 pp.
MR2390766
45.
Zhang G, Zhang RB
Guanglian Zhang and R B Zhang:
Equivariant vector bundles on quantum homogeneous spaces,
Mathematical research letters,
15
(2008),
no. 2,
297–307.
MR2452288
46.
Cheng SJ, Wang W, Zhang RB
Shun-Jen Cheng, Weigiang Wang, R B Zhang:
A Fock space approach to representation theory of osp(2|2n),
Transformation Groups,
12
(2007),
no. 2,
209–225.
MR2323682
47.
Su Y, Zhang RB
Yucai Su and Ruibin Zhang:
Cohomology of Lie SuperAlgebras \(\mathrm{SL}_{m|n}\) and \(\mathrm{OSP}_{2|2n}\),
Proceedings of the London Mathematical Society,
94
(2007),
no. 1,
91–136.
MR2293466
48.
Su Y, Zhang RB
Yucai Su and Ruibin Zhang:
Character and dimension formulae for general linear superalgebra,
Advances in Mathematics,
211
(2007),
no. 1,
1–33.
MR2313526
49.
Lehrer GI, Zhang RB
G I Lehrer, R B Zhang:
Strongly multiplicity free modules for Lie algebras and quantum groups,
Journal of Algebra,
306
(2006),
no. 1,
138–174.
MR2271576
50.
Chebotar MA, Ke WF, Lee PH, Zhang RB
M.A. Chebotar, Wen-Fong Ke, P.-H. Lee, R.B. Zhang:
On maps preserving zero Jordan products,
Monatshefte für Mathematik,
149
(2006),
no. 2,
91–101.
MR2264576
51.
Zhang H, Zhang RB
Hechun Zhang, R.B. Zhang:
Dual canonical bases for the quantum general linear supergroup,
Journal of Algebra,
304
(2006),
no. 2,
1026–1058.
MR2264289
52.
Lam N, Zhang RB
Ngau Lam and R B Zhang:
Quasi-finite modules for Lie superalgebras of infinite rank,
Transactions of the American Mathematical Society,
358
(2005),
no. 1,
403–439.
MR2171240
53.
Zhang H, Zhang RB
Hechun Zhang and R B Zhang:
Canonical bases for the quantum special linear group and invariant subalgebras,
Letters in Mathematical Physics,
73
(2005),
165–181.
MR2188291
54.
Dobrev VK, Zhang RB
V K Dobrev and R B Zhang:
Positive energy unitary irreducible representations of the superalgebras \(\mathrm{osp}(1|2n, \mathbb{R})\),
Akademiya Nauk SSR. Yadernaya Fizika,
68
(2005),
no. 10,
1724–1732.
MR2189518
55.
Scheunert M, Zhang RB
M Scheunert, R B Zhang:
Integration on Lie supergroups: A Hopf superalgebra approach,
Journal of Algebra,
292
(2005),
324–342.
MR2172158
56.
Jarvis PD, Zhang RB
P D Jarvis, R B Zhang:
Resolution of the \(\mathrm{GL}(3)\supset \mathrm{O}(3)\) state labelling problem via the \(\mathrm{O}(3)\)-invariant Bethe subalgebra of the twisted Yangian,
Journal of Physics. A. Mathematical and General,
38
(2005),
no. 14,
L219–L226.
MR2161723
57.
Zhang RB, Zou YM
R B Zhang, Y M Zou:
Spherical functions on homogeneous superspaces,
Journal of Mathematical Physics,
46
(2005),
no. 4,
21.
MR1889133
58.
Dobrev VK, Zhang RB, Zlatev BS
Dobrev V. K., Zhang R. B., Zlatev B. S.:
On the unitarity of \(D=9,10,11\) conformal supersymmetry,
Proceedings of the 3rd International Symposium on Quantum theory and symmetries, dedicated to the memory of Professor Freydoon Mansouri, Cincinnati, OH.,
P. C. Argyres, T. J. Hodges, J. J. Scanio, P. Suranyi and L. C. R. Wijewardhana (eds.),
World Scientific Publishing Co. Pte. Ltd., Hackensack, NJ,
(2004),
71–76.
ISBN 981-256-068-8.
MR2170714
59.
Dobrev VK, Miteva AM, Zhang RB, Zlatev BS
V K Dobrev, A M Miteva, R B Zhang, B S Zlatev:
On the unitarity of \(D=9,\, 10,\, 11\) conformal supersymmetry,
Czechoslovak Journal of Physics,
54
(2004),
1249–1255.
MR2123679
60.
Zhang RB
R B Zhang:
Quantum superalgebra representations on cohomology groups of non-commutative bundles,
Journal of Pure and Applied Algebra,
191
(2004),
285–314.
MR2059616
61.
Molev AI, Tolstoy VN, Zhang RB
A. I. Molev, V. N. Tolstoy and R. B. Zhang:
On irreducibility of tensor products of evaluation modules for the quantum affine algebra,
Journal of Physics. A. Mathematical and General,
37
(2004),
2385 – 2399.
MR2045932
62.
Cheng SJ, Lam N, Zhang RB
Shun-Jen Cheng, Ngau Lam and R. B. Zhang:
Character formula for infinite-dimensional unitarizable modules of the general linear superalgebra,
Journal of Algebra,
273
(2004),
no. 2,
780–805.
MR2037723
63.
Cheng SJ, Zhang RB
Shun-Jen Cheng and R.B. Zhang:
An Analogue of Kostant's u-Cohomology Formula for the General Linear superalgebra,
International Mathematics Research Notices,
1
(2004),
31–53.
MR2036954
64.
Cheng SJ, Zhang RB
Shun-Jen Cheng and R. B. Zhang:
Howe duality and combinatorial character formula for orthosymplectic Lie superalgebras,
Advances in Mathematics,
182
(2004),
124–172.
MR2028498
65.
Lai KF, Zhang RB
K F Lai and R B Zhang:
Multiplicity free actions of quantum groups and generalized Howe duality,
Letters in Mathematical Physics,
64
(2003),
255–272.
MR2009264
66.
Zhang RB
Zhang R B:
Howe duality and the quantum general linear group,
Proceedings of the American Mathematical Society,
131
(2003),
2681–2692.
2004b:17036
67.
Zhang RB
R B Zhang:
Quantum enveloping superalgebras and link invariants,
Journal of Mathematical Physics,
43
(2002),
2029–2048.
2003a:17022
68.
Scheunert M, Zhang RB
M Scheunert, R B Zhang:
The general linear supergroup and its Hopf superalgebra of regular functions,
Journal of Algebra,
254
(2002),
44–83.
2003h:16069
69.
Scheunert M, Zhang RB
M Scheunert, R B Zhang:
Invariant integration on classical and quantum Lie supergroups,
Journal of Mathematical Physics,
42
(2001),
3871–3897.
2002j:17036
70.
Luan PG, Lee HC, Zhang RB
Pi-Gang Luan, H. C. Lee and R. B. Zhang:
Colored solutions of the Yang-Baxter equation from representations of Uq(gl(2)).,
Journal of Mathematical Physics,
41
(2000),
no. 9,
6529–6543.
2001e:17027
71.
Zhang RB
R. B. Zhang:
Structure and representations of the quantum supergroup \(\mathop{\rm OSP}q(2|2n)\),
Journal of Mathematical Physics,
40
(2000),
no. 9,
6639–6656.
2001j:20078
72.
Carey AL, Paolucci A, Zhang RB
A. L. Carey, A. Paolucci and R. B. Zhang:
Quantum group actions on the Cuntz algebra.,
Annales Henri Poincaré,
1
(2000),
no. 6,
1097–1122.
2001m:17011
73.
Van der Jeugt J, Zhang RB
Van der Jeugt, J. and Zhang, R. B.:
Characters and composition factor multiplicities for the Lie superalgebra \(\mathfrak{gl}(m/n)\).,
Letters in Mathematical Physics,
47
(1999),
no. 1,
49–61.
2000a:17008
74.
Scheunert M, Zhang RB
Scheunert, M. and Zhang, R. B.:
The second cohomology of \(\mathop{\rm sl}(m\vert 1)\) with coefficients in its enveloping algebra is trivial.,
Letters in Mathematical Physics,
47
(1999),
no. 1,
33–48.
99k:17039
75.
Lee HC, Zhang RB
H. C. Lee and R. B. Zhang:
Geometry and representations of the quantum supergroup \(\mathop{\rm OSP}q(1|2n)\),
Journal of Mathematical Physics,
40
(1999),
no. 6,
3175–3190.
2000h:17013
76.
Zhang RB
R. B. Zhang:
Noncommutative differential geometry of quantum homogeneous vector bundles.,
Group22: Proceedings of the XXII International Colloquium on Group Theoretical Methods in Physics (Hobart, 1998),
The XXII International Colloquium on Group Theoretical Methods in Physics,
Corney, S.P.; Delbourgo, R.; Jarvis, P.D. (eds.),
International Press,
Cambridge, MA, USA,
(1999),
443–447.
ISBN 1-57146-054-4.
2000c:58014
77.
Gover AR, Zhang RB
A. R. Gover and R. B. Zhang:
Geometry of quantum homogeneous vector bundles and representation theory of quantum groups. I.,
Reviews in Mathematical Physics,
11
(1999),
no. 9,
533–552.
2000j:81108
78.
Zhang RB
R. B. Zhang:
Vector coherent states for affine superalgebras and representations of \(\mathop{\rm osp}(1|2)\),
Modern Physics Letters A,
14
(1999),
no. 35,
2419–2425.
2001a:81102
79.
Zhang RB
Zhang, R. B.:
Geometry of quantum homogeneous supervector bundles and representation theory of quantum general linear supergroup,
Proceedings of the 5th Wigner Symposium (Vienna, 1997),
Peter Kasperkovitz and Dietrich Grau (eds.),
Scientific Publishing Co. Inc., River Edge, NJ,
(1998),
37–39.
ISBN 981-02-3464-3.
MR1881514
80.
Zhang RB
Zhang, R. B.:
Structure and representations of the quantum general linear supergroup,
Communications in Mathematical Physics,
195
(1998),
no. 3,
525–547.
99g:17037
81.
Scheunert S, Zhang RB
Scheunert, M. and Zhang, R. B.:
Cohomology of Lie superalgebras and their generalizations.,
Journal of Mathematical Physics,
39
(1998),
no. 9,
5024–5061.
99f:17025
82.
Zhang RB
Zhang R. B.:
Symmetrizable quantum affine superalgebras and their representations,
J. Math. Phys.,
38
(1997),
no. 1,
535–543.
MR1424671
83.
Carey AL, Wang BL, Zhang RB, McCarthy J
Carey A. L., Wang B. L., Zhang R. B., McCarthy J.:
Seiberg-Witten monopoles in three dimensions,
Lett. Math. Phys.,
39
(1997),
no. 3,
213–228.
MR1434233
84.
Zhang RB
Zhang R. B.:
Topological invariants for lens spaces and exceptional quantum groups,
Lett. Math. Phys.,
41
(1997),
no. 1,
1–11.
MR1455028
85.
Zhang RB
Zhang R. B.:
Bott-Borel-Weil construction for quantum supergroup \(U_q({\mathrm{gl}}(m|n))\),
J. Math. Phys.,
38
(1997),
no. 7,
3863–3884.
MR1455590
86.
Delbourgo R, Zhang RB
Delbourgo R., Zhang R. B.:
Minimal uncertainty states for quantum groups,
J. Phys. A,
30
(1997),
no. 10,
L313–L316.
MR1457943
87.
Zhang RB
Zhang R. B.:
Vector coherent state realization of representations of the affine Lie algebra \(\widehat{\mathrm{sl}}(2)\),
J. Phys. A,
30
(1997),
no. 18,
6545–6551.
MR1483211
88.
Zhang RB, Carey AL
Zhang R. B., Carey A. L.:
Quantum groups at odd roots of unity and topological invariants of \(3\)-manifolds,
Comm. Math. Phys.,
182
(1996),
no. 3,
619–636.
MR1461944
89.
Zhang RB, Lee HC
Zhang R. B., Lee H. C.:
Lickorish invariant and quantum \(\mathrm{ osp}(1|2)\),
Modern Phys. Lett. A,
11
(1996),
no. 29,
2397–2406.
MR1412775
90.
Zhang RB
Zhang R. B.:
The \(\mathrm{ gl}(M|N)\) super Yangian and its finite-dimensional representations,
Lett. Math. Phys.,
37
(1996),
no. 4,
419–434.
MR1401045
91.
Zhang RB
Zhang R. B.:
Quantum supergroups and topological invariants of three-manifolds,
Rev. Math. Phys.,
7
(1995),
no. 5,
809–831.
MR1346290
92.
Zhang RB
Zhang R. B.:
Representations of super Yangian,
J. Math. Phys.,
36
(1995),
no. 7,
3854–3865.
MR1339907
93.
Zhang RB
Zhang R. B.:
The quantum super-Yangian and Casimir operators of \(U_q(\mathrm{ gl}(M|N))\),
Lett. Math. Phys.,
33
(1995),
no. 3,
263–272.
MR1321323
94.
Links JR, Zhang RB
Links J. R., Zhang R. B.:
Induced module construction for highest-weight representations of \(U_q(\mathrm{ gl}(n))\) at roots of unity,
J. Phys. A,
27
(1994),
no. 22,
L861–L869.
MR1310266
95.
Zhang RB
Zhang R. B.:
Three-manifold invariants arising from \(U_q(\mathrm{ osp}(1|2))\),
Modern Phys. Lett. A,
9
(1994),
no. 16,
1453–1465.
MR1285339
96.
Jarvis PD, Warner RC, Yung CM, Zhang RB
Jarvis P. D., Warner R. C., Yung C. M., Zhang R. B.:
The BRST operator of \(U_q(\mathrm{ sl}(2))\) and real forms. Addendum: ``BRST cohomology for \(U_q(\mathrm{ sl}(2))\) representations'' [J. Phys. A {\bf 25} (1992), no. 14, L895--L900; MR1173528 (93e:17019)],
J. Phys. A,
27
(1994),
no. 5,
1787–1790.
MR1279530
97.
Zhang RB
Zhang R. B.:
A two-parameter quantization of \(\mathrm{ sl}(2/1)\) and its finite-dimensional representations,
J. Phys. A,
27
(1994),
no. 3,
817–829.
MR1267451
98.
Links JR, Zhang RB
Links J. R., Zhang R. B.:
Multiparameter link invariants from quantum supergroups,
J. Math. Phys.,
35
(1994),
no. 3,
1377–1386.
MR1262752
99.
Zhang RB
Zhang R. B.:
Finite-dimensional representations of \(U_q(C(n+1))\) at arbitrary \(q\),
J. Phys. A,
26
(1993),
no. 23,
7041–7059.
MR1253894
100.
Links JR, Zhang RB
Links J. R., Zhang R. B.:
Eigenvalues of Casimir invariants of \(U_q(\mathrm{ gl}(m|n))\),
J. Math. Phys.,
34
(1993),
no. 12,
6016–6024.
MR1246266
101.
Links JR, Gould MD, Zhang RB
Links J. R., Gould M. D., Zhang R. B.:
Quantum supergroups, link polynomials and representation of the braid generator,
Rev. Math. Phys.,
5
(1993),
no. 2,
345–361.
MR1223526
102.
Gould MD, Zhang RB, Bracken AJ
Gould M. D., Zhang R. B., Bracken A. J.:
Quantum double construction for graded Hopf algebras,
Bull. Austral. Math. Soc.,
47
(1993),
no. 3,
353–375.
MR1220311
103.
Zhang RB
Zhang R. B.:
Finite-dimensional irreducible representations of the quantum supergroup \(U_q(\mathrm{ gl}(m/n))\),
J. Math. Phys.,
34
(1993),
no. 3,
1236–1254.
MR1207983
104.
Zhang RB
Zhang R. B.:
Finite-dimensional representations of \(U_q(\mathrm{ osp}(1/2n))\) and its connection with quantum \(\mathrm{ so}(2n+1)\),
Lett. Math. Phys.,
25
(1992),
no. 4,
317–325.
MR1188811
105.
Zhang RB
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Braid group representations arising from quantum supergroups with arbitrary \(q\) and link polynomials,
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Zhang RB
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A two-parameter quantization of \(\mathrm{ osp}(4/2)\),
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Jarvis PD, Warner Roland C, Yung CM, Zhang RB
Jarvis P. D., Warner Roland C., Yung C. M., Zhang R. B.:
BRST cohomology for \(U_q(\mathrm{ sl}(2))\) representations,
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Zhang RB
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Universal \(L\) operator and invariants of the quantum supergroup \(U_q(\mathrm{ gl}(m/n))\),
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Zhang RB
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Invariants of the quantum supergroup \(U_q(\mathrm{ gl}(m/1))\),
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Universal \(R\)-matrices and invariants of quantum supergroups,
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Zhang RB
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Graded representations of the Temperley-Lieb algebra, quantum supergroups, and the Jones polynomial,
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Gould MD, Zhang RB, Bracken AJ
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Generalized Gelʹfand invariants and characteristic identities for quantum groups,
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Bracken AJ, McAnally DS, Zhang RB, Gould MD
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A \(q\)-analogue of Bargmann space and its scalar product,
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Gould MD, Zhang RB, Bracken AJ
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Lie bi-superalgebras and the graded classical Yang-Baxter equation,
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Generalized Gelʹfand invariants of quantum groups,
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Zhang RB
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Multiparameter dependent solutions of the Yang-Baxter equation,
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Solutions of the graded classical Yang-Baxter equation and integrable models,
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From representations of the braid group to solutions of the Yang-Baxter equation,
Nuclear Phys. B,
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Zhang RB, Bracken AJ, Gould MD
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Solution of the graded Yang-Baxter equation associated with the vector representation of \(U_q(\mathrm{ osp}(M/2n))\),
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Quantum group invariants and link polynomials,
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Gould MD, Zhang RB
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Classification of all star irreps of \(\mathrm{ gl}(m|n)\),
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Gould MD, Zhang RB
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Unitary representations of basic classical Lie superalgebras,
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Classification of star and grade-star representations of \(C(n+1)\),
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Jarvis PD, Zhang RB
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\(c=1\) coset models and their fusion algebras. Proceedings of the Conference on Yang-Baxter Equations, Conformal Invariance and Integrability in Statistical Mechanics and Field Theory,
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Quantum supergroups and solutions of the Yang-Baxter equation,
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Gould MD, Zhang RB
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Classification of all star and grade star irreps of \(\mathrm{ gl}(n|1)\),
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Bracken AJ, Zhang RB
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Equivalence of two character formulae for typical and singly atypical irreducible modules of \(\mathrm{sl}(m/n)\),
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Jarvis PD, Zhang RB
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Extended algebras at \(c=1\), coset models and the fusion rules,
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Delbourgo R, Zhang RB
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Characteristic features of vector chaos,
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Jarvis PD, Zhang RB
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Affine superalgebras, unitary representations and the Sugawara construction,
Nuclear Phys. B,
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Jarvis PD, Zhang RB
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Unitary Sugawara constructions for affine superalgebras,
Phys. Lett. B,
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132.
Delbourgo R, Zhang RB
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Grassmannian Kaluza-Klein theory and the standard model,
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Delbourgo R, Twisk S, Zhang RB
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Grand unification and Grassmannian Kaluza-Klein theory,
Modern Phys. Lett. A,
3
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Zhang RB
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Lagrangian formulation of open and closed \(p\)-adic strings,
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Delbourgo R, Zhang RB
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Fermionic dimensions and Kaluza-Klein theory,
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Delbourgo R, Jarvis PD, Zhang RB, Thompson G
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Gauge fixing of stringlike models via \(\mathrm{ OSp}(D/2)\),
Modern Phys. Lett. A,
3
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Thompson G, Zhang RB
George Thompson and Ruibin Zhang:
A gauge principle yielding consistent chiral theories,
Modern Physics Letters A,
2
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138.
Thompson G, Zhang RB
G Thompson and R Zhang:
Schwinger models in arbitrary gauges and at finite temperature,
Journal of Physics G: Nuclear Physics,
13
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139.
Thompson G, Zhang RB
George Thompson and Ruibin Zhang:
Nonperturbative method in field theory: The gauge technique,
Physical review. D. Particles and fields,
35
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140.
Aldazabal G, Diaz AH, Zhang RB
Aldazabal G., Diaz A. H., Zhang R. B.:
Nonlinear sigma models on arbitrary genus Riemann surfaces,
Phys. Lett. B,
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Koh IG, Zhang RB
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Stochastic quantization and random surface approach to Polyakov string theory,
Phys. Rev. D (3),
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Sahdev D, Zhang RB
Sahdev D., Zhang R. B.:
A comment on the covariant spectrum of the open bosonic string,
Phys. Lett. B,
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143.
Zhang RB
R. B. Zhang:
Gluon propagator and transverse vertices,
Physical Review D,
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144.
Delbourgo R, Zhang RB
Delbourgo R., Zhang R.:
Transverse vertices in electrodynamics and the gauge technique,
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MR772341
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