list of citations appeared in 2017 on scientific ...en...dobrev,v.k., ganchev, a.ch.. conformal...

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LIST OF CITATIONS APPEARED IN 2017

ON SCIENTIFIC PAPERS BY THE MEMBERS OF

Laboratory “Theory of Elementary Particles”

Institute for Nuclear Research and Nuclear Energy, Bulgarian Academy of Sciences

TOTAL NUMBER OF CITATIONS: 562

1976

1. Dobrev, V.K., Mack, G., Petkova, V..B., Petrova, S. G., Todorov, I.T.. On the Clebsch - Gordan expansion

for the Lorentz group in n dimensions. Rep. Math. Phys., 9, 1976, ISSN:ISSN: 0034-4877, 219-246. ISI

IF:0.904

Cited in в:

1. F. Gliozzi, Anomalous dimensions of spinning operators from conformal symmetry,

arXiv:1711.05530, @2017

2. Dobrev, V.K., Petkova, V.B., Petrova, S.G., Todorov, I.T.. Dynamical derivation of vacuum operator

product expansion in Euclidean conformal quantum field theory. Phys. Rev. D, 13, 1976, 887-912. ISI

IF:4.643

Cited in в:

2. J. Murugan, D. Stanford, E. Witten, More on Supersymmetric and 2d Analogs of the SYK

Model, JHEP 8 (2017) 146, @2017

3. D. Simmons-Duffin, D. Stanford, E. Witten, A spacetime derivation of the Lorentzian OPE

inversion formula arXiv:1711.03816 [hep-th]., @2017

4. V.N. Zaikin, Secondary fields and partial wave expansion. Self consistency conditions in a

conformal model, arXiv:1711.00272 [hep-th]., @2017

5. M. Fukuda, N. Kobayashi, T. Nishioka, Operator product expansion for conformal defects,

arXiv:1710.11165 [hep-th]., @2017

6. Sh. Prakash, R. Sinha A Complex fermionic tensor model in d dimensions arXiv:1710.09357

[hep-th]., @2017

7. Ch. Sleight, M. Taronna, Feynman rules for higher-spin gauge fields on AdS$_{d+1}$,

arXiv:1708.08668 [hep-th], @2017

8. S. Giombi, Ch. Sleight, M. Taronna, Spinning AdS Loop Diagrams: Two Point Functions,

arXiv:1708.08404 [hep-th, @2017

9. A. Dymarsky, F. Kos, P. Kravchuk, D. Poland, D. Simmons-Duffin, The 3d Stress-Tensor

Bootstrap, arXiv:1708.05718 [hep-th]., @2017

10. M.S. Costa, T. Hansen, J. Penedones, Bounds for OPE coefficients on the Regge trajectory

JHEP 10 (2017) 197, @2017

11. E. Trevisani, Bootstrapping Conformal Field Theories, {\b PhD thesis} (2017), Universidade

do Porto, Portugal., @2017

12. D. Karateev, P. Kravchuk, D. Simmons-Duffin, Weight Shifting Operators and Conformal

Blocks, arXiv:1706.07813 [hep-th]., @2017

13. K. Roumpedakis, Leading Order Anomalous Dimensions at the Wilson-Fisher Fixed Point from

CFT, JHEP 7 (2017) 109, @2017

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14. M. Hogervorst, Crossing kernels for boundary and crosscap CFTs arXiv:1703.08159 [hep-

th]., @2017

15. M. Lemos, P. Liendo, M. Meineri, S. Sarkar, Universality at large transverse spin in defect CFT

, arXiv:1712.08185 [hep-th] ., @2017

16. S. Giombi, TASI Lectures on the Higher Spin - CFT duality, TASI Lectures Boulder, Colorado

2015, "New frontiers in fields and strings", Proc. eds. J. Polchinski, P. Vieira, O. DeWolfe

(2017) p. 137-214 p. 137-214, , @2017

17. C.~Sleight, Interactions in Higher-Spin Gravity: a Holographic Perspective, '' {\bf PhD thesis}

(2016), Ludwig–Maximilians–Universitet, Munchen, J. PHys. A , Math. and Theor. 50 92017)

383001, @2017

18. S. Giombi, V. Gurucharan, V. Kirilin, S. Prakash, E. Skvortsov, On the Higher-Spin Spectrum

in Large N Chern-Simons Vector Models, JHEP 01 (2017) 058, @2017

19. J. Penedones, TASI lectures on AdS/CFT, TASI Lectures Boulder, Colorado 2015, "New

frontiers in fields and strings", Proc. eds. J. Polchinski, P. Vieira, O. DeWolfe (2017) p. 75-

136, @2017

20. M. Gillioz, X. Lu and M. A. Luty, ` Scale Anomalies, States, and Rates in Conformal Field

Theory, JHEP 04 (2017) 171, @2017

21. S. Giombi, V. Kirilin, E. Skvortsov, Notes on Spinning Operators in Fermionic CFT , JHEP 05

(2017) 041, @2017

22. Ch. Sleight, M. Taronna, "Spinning Witten Diagrams", JHEP 06 (2017) 100, , @2017

23. M. Hogervorst, B.C. van Rees, "Crossing Symmetry in Alpha Space" JHEP 11 (2017)

193., @2017

24. R.~de Mello Koch, P.~Rabambi, R.~Rabe and S.~Ramgoolam, "Free quantum fields in 4D and

Calabi-Yau spaces", Phys. Rev. Lett. 119, 161602 (2017), , @2017

25. R.~de Mello Koch, P.~Rabambi, R.~Rabe and S.~Ramgoolam, "Counting and construction of

holomorphic primary fields in free CFT4 from rings of functions on Calabi-Yau orbifolds",

JHEP 08 (2017) 077, @2017

26. A.~Dymarsky, J.~Penedones, E.~Trevisani and A.~Vichi, "Charting the space of 3D CFTs with

a continuous global symmetry", arXiv:1705.04278 [hep-th], @2017

3. Nissimov, E., Kulish, P.. Conservation Laws in Sine-Gordon and Massive Thirring Models. Letters to

J.E.T.P. (Письма в Ж.Э.Т.Ф.), 24, Russian Academy of Sciences, 1976, ISSN:0370-274X, 247-250. ISI

IF:1.524

Cited in в:

27. H.Babujian, A. Foerster, M. Karowski, J. Phys. A: Math. Theor. 50 (2017) 334003, @2017

1977

4. Dobrev, V.K., Mack, G., Petkova, V.B., Petrova, S.G., Todorov, I.T.. Harmonic Analysis on the n -

Dimensional Lorentz Group and Its Applications to Conformal Quantum Field Theory. Lecture Notes in

Physics, 63, Springer Verlag, Berlin-Heidelberg-New York, 1977, ISBN:978-3-540-08150-X,

DOI:10.1007/BFb0009678, 280

Cited in в:

28. D. Anninos, F. Denef, R. Monten, Z. Sun, Higher Spin de Sitter Hilbert Space

arXiv:1711.10037, @2017

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29. M.~Isachenkov and V.~Schomerus, ``Integrability of Conformal Blocks I: Calogero-

Sutherland Scattering Theory, '' arXiv:1711.06609 [hep-th]., @2017

30. D. Grabner, N. Gromov, V. Kazakov, G. Korchemsky, Strongly $\gamma$-deformed N = 4

SYM as an integrable CFT, arXiv:1711.04786 [hep-th], @2017

31. D. Simmons-Duffin, D. Stanford, E. Witten, A spacetime derivation of the Lorentzian OPE

inversion formula arXiv:1711.03816 [hep-th]., @2017

32. V.~Schomerus and E.~Sobko, From Spinning Conformal Blocks to Matrix Calogero-

Sutherland Models, ' arXiv:1711.02022 [hep-th], @2017

33. J. Mashford, Second quantized quantum field theory based on invariance properties of locally

conformally flat space-times, arXiv:1709.09226, @2017

34. P. Moylan, Localization and the Weyl algebras, Phys. of Atomic Nuclei 80 iss. 3 (2017) 590–

597., @2017

35. D. Karateev, P. Kravchuk, D. Simmons-Duffin, Weight Shifting Operators and Conformal

Blocks, arXiv:1706.07813 [hep-th], @2017

36. J. Murugan, D. Stanford, E. Witten, More on Supersymmetric and 2d Analogs of the SYK

Model, JHEP 8 (2017) 146, @2017

37. Th. Basile, X. Bekaert, N. Boulanger, Mixed-symmetry fields in de Sitter space: a group

theoretical glance, JHEP 05 (2017)081, @2017

38. E. Trevisani, Bootstrapping Conformal Field Theories, {\b PhD thesis} (2017), Universidade

do Porto, Portugal., @2017

39. Ch. Sleight, M. Taronna, Spinning Witten Diagrams, JHEP 06 (2017) 100, , @2017

40. M. Hogervorst, B.C. van Rees, Crossing Symmetry in Alpha Space, JHEP 11 (2017)

193., @2017

41. S. Ohya, Intertwining Operator in Thermal CFTd, Int. J. Mod. Phys. A 32 (2017)

1750006, @2017

42. C.~Sleight, Interactions in Higher-Spin Gravity: a Holographic Perspective, '' J. PHys. A , Math.

and Theor. 50 (2017) 383001, , @2017

43. V. Schomerus, E. Sobko and M. Isachenkov, Harmony of Spinning Conformal Blocks, JHEP

03 (2017) 085 , @2017

1978

5. Todorov, I.T., Mintchev, M. C., Petkova, V.B.. Conformal invariance in quantum field theory}. Scuola

Normale Superiore di Pisa, Pisa, Italy, Edizioni Della Normale, 1978, ISBN:ISBN-13: 978-88-7642, 273

Cited in в:

44. Th. Basile, X. Bekaert, N. Boulanger, Mixed-symmetry fields in de Sitter space: a group

theoretical glance, JHEP 05 (2017) 081, @2017

45. S. Ohya, Intertwining Operator in Thermal CFTd, Int. J. Mod. Phys. A 32 (2017)

1750006, @2017

6. Nissimov, E., Pacheva, S., Arefeva, I., Kulish, P.. Infinite Set of Conservation Laws of the Quantum Chiral

Field in Two-Dimensional Space-Time. LOMI Sci. report E-I-1978, Scientific Reports Series of Leningrad

(St.Peterburg) Branch of Steklov Mathematical Institute, 1978

Cited in в:

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46. H.Babujian, A.Foerster, M.Karowski, "Form factors of the O(6) Gross Neveu-model",

arxiv:1703.05973, @2017

47. H.Babujian, A. Foerster, M. Karowski, J. Phys. A: Math. Theor. 50 (2017) 334003, @2017

1979

7. Mack, G., Petkova, V.B.. Comparison of lattice gauge theories with gauge groups Z_2 and SU(2). Ann.

Phys., 123, 2, 1979, ISSN:ISSN: 0003-4916, DOI:doi:10.1016/0003-4916(79)90346-4, 442-467.

SJR:1.622, ISI IF:2.103

Cited in в:

48. L.E. Oxman, H. Reinhardt, Effective theory of the D = 3 center vortex ensemble,

arXiv:1712.08056 [hep-th]., @2017

49. L.E. Oxman, D. Vercauteren, Exploring center vortices in SU(2) and SU(3) relativistic Yang-

Mills-Higgs models, Phys. Rev. D 95 (2017), 025001, @2017

50. A. Ahmadi, S. Rafibakhsh, Three Quark Static Potential in the Thick Center Vortex Model, Int.

J. Theor. Phys. 56 (2017) 2038-2051, @2017

51. L. E. Oxman, $SU(N) \to Z(N)$ dual superconductor models: the magnetic loop ensemble point

of view, EPJ Web Conf. 137 (2017) 03015., @2017

52. M Faber, R Höllwieser, Chiral symmetry breaking on the lattice, Prog. in Part. and Nucl. Phys.

97 ( 2017) 312-355, @2017

53. D. Trewartha, W. Kamleh, D. Leinweber, Centre vortex removal restores chiral symmetry, J.

Phys. G: Nucl. Part. Phys. 44 125002, arXiv:1708.06789 [hep-lat], @2017

54. R. Höllwieser, Center Vortices and Topological Charge, Conference: C17-05-07.3 ,

arXiv:1706.06436, @2017

55. M. Faber, Gerald Jordan, Roman Höllwieser , Topology, Center Vortices, Confinement and

Chiral Symmetry Breaking in SU(2) Lattice-QCD, Conference (2017) C07-05-03, p.27-37

Proceedings., @2017

56. S. Mohsen, H, Nejad, M. Faber Colorful vortex intersections in SU(2) lattice gauge theory and

their influencs on chiral properties, JHEP 9 (2017) 068, @2017

1980

8. Mack, G., Petkova, V.B.. Sufficient condition for confinement of static quarks by a vortex condensation

mechanism. 125, 1980, ISSN:0003-4916, 117-134. SJR:1.622, ISI IF:2.103

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57. L.E. Oxman, D. Vercauteren, Exploring center vortices in SU(2) and SU(3) relativistic Yang-

Mills-Higgs models, Phys. Rev. D 95 (2017), 025001, @2017

58. HA. Vogt, Strongly Coupled Theories in Lattice Coulomb Gauge, PhD thesis (2017) Univ.

Tuebingren, @2017

59. A. Ahmadi, S. Rafibakhsh, Three Quark Static Potential in the Thick Center Vortex Model, Int.

J. Theor. Phys. 56 (2017) 2038-2051, @2017

60. L. E. Oxman, SU(N) \to Z(N) dual superconductor models: the magnetic loop ensemble point

of view, EPJ Web Conf. 137 (2017) 03015, @2017

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9. Nissimov, E., Pacheva, S., Arefeva, I. BPHZL Renormalization of 1/N Expansion and Critical Behavior

of the Three-Dimensional Chiral Field. Communications in Mathematical Physics, 71, Springer, 1980, 213-

246. ISI IF:1.971

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61. L. Ibiapina Bevilaqua, A.C. Lehum, A.J. da Silva, "Supersymmetry breaking in the two-

dimensional nonlinear sigma model", arxiv:1712.07586, @2017

1981

10. Dobrev, V.K., Ganchev, A.Ch.. Conformal operators from spinor fields : the antisymmetric tensor case.

JINR Dubna preprint, 1981, E2-82-881

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62. K.S. Diab, "Aspects of higher-spin conformal field theories and their renormalization group

flows", PhD Dissertation, Princeton University, Adviser: Juan Maldacena, September

2017., @2017

11. Stoyanov, D.T., Hadjiivanov, L.K.. Theory of Wightman functions in the Thirring model. Theoretical and

Mathematical Physics, 46, 3, Kluwer Academic Publishers - Plenum Publishers, 1981, ISSN:Print: 0040-

5779, Online: 1573-9333, DOI:10.1007/BF01032733, 236-242. ISI IF:0.831

Cited in в:

63. Bahns D., Fredenhagen K. , Rejzner K.: Local nets of von Neumann algebras in the sine-Gordon

model, arXiv:1712.02844[math-ph], @2017

1982

12. Dobrev, V.K., Ganchev, A.Ch., Yordanov, O.I.. Conformal operators from spinor fields : the symmetric

tensor case. Phys. Lett. B, 119, 1982, 372-376. SJR:3.2, ISI IF:6.131

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64. KS Diab, "Aspects of higher-spin conformal field theories and their renormalization group

flows", PhD Dissertation, Princeton University, Adviser: Juan Maldacena, September

2017., @2017

65. V. Alba, "Aspects of scale invariance in Physics and Biology", PhD Dissertation, Princeton

University, Advisers: William Bialek and Juan Maldacena, September 2017., @2017

1984

13. Kyuldjiev, A V. Searching for effects of neutrino magnetic moments at reactors and accelerators. Nuclear

Physics B, 243, 3, Elsevier, 1984, ISSN:ISSN 0550-3213, DOI:10.1016/0550-3213(84)90482-6, 387-397.

SJR:2.062, ISI IF:4.327

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66. Johannes Maria René Welter "Phenomenology of Neutrino Magnetic Moments" Heidelberg

University, Germany, @2017

1985

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14. Petkova, V.B., Sotkov, G.M., Todorov, I.T.. Conformal gauges and renormalized equations of motion in

massless QED. Communications in Mathematical Physics, 97, 1985, ISSN:0010-3616, 227-256. ISI

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67. K. Diab, Aspects of higher-spin conformal field theories and their renormalization group flows,

PhD thesis (2017), Princeton, USA., @2017

15. Dobrev, V.K., Petkova, V.B.. All positive energy unitary irreducible representations of extended

conformal supersymmetry. Phys. Lett. B, 162, 1985, 127-132. SJR:3.2, ISI IF:6.131

Cited in в:

68. S.P. Milián, Supermultiplet of $\beta$-deformations from twistors, Int.J. of Mod.Phys. 32 iss.

26 (2017) 1750157, @2017

69. P.S. Howe, U. Lindström, "Super-Laplacians and their symmetries", JHEP 05 (2017)

119, @2017

70. M. Günaydin, D. Volin, The complete unitary dual of non-compact Lie superalgebra su(p, q|m)

via the generalised oscillator formalism, and non-compact Young diagrams, arXiv:1712.01811

[math-ph], @2017

71. M. Nishida, Aspects of the gauge/gravity correspondence : holographic superconductor and

geodesic Witten diagram, PhD thesis (2017) Osaka Univ. Japan., @2017

72. Y. Lu, On the classification of rank-1 four dimensional $N = 2$ superconformal theory, PhD

thesis (2017) Univ. of Cincinnati , USA., @2017

73. C. Marboe, The AdS/CFT spectrum via integrability-based algorithms, PhD thesis (2017),

School of Mathematics, Trinity College Dublin, @2017

74. D. Mazac, Explorations in the Conformal Bootstrap, PhD thesis (2017) University of Waterloo,

Ontario, Canada, @2017

75. F. Aprile, J.M. Drummond, P. Heslop, H. Paul, Unmixing Supergravity, arXiv:1706.08456

[hep-th]., @2017

76. Th.A. Ryttov, R. Shrock, Scheme-Independent Calculations of Physical Quantities in an N =

1N1 Supersymmetric Gauge Theory , Phys. Rev. D 96 (2017) 105018, @2017

77. S. Hellerman, Sh. Maeda, M. Watanabe, Operator Dimensions from Moduli, JHEP 10 (2017)

089, @2017

78. M. Buican, Z. Laczko, T. Nishinaka, N = 2 S-duality revisited, JHEP 9 (2017) 087, @2017

79. N. Bobev, E. Lauria, D. Mazac, Superconformal Blocks for SCFTs with Eight Supercharges,

JHEP 7 (2017) 061, @2017

80. M. Buican, T. Nishinaka, On Irregular Singularity Wave Functions and Superconformal

Indices, JHEP 09 (2017) 066, @2017

81. M. Cornagliotto, M. Lemos, V. Schomerus, Long Multiplet Bootstrap, JHEP 10 (2017)

119, @2017

82. D. Li, D. Meltzer and A. Stergiou, Bootstrapping mixed correlators in 4D $\mathcal{N} = 1$

SCFTs, JHEP 07 (2017) 029, @2017

83. C. Marboe, D. Volin, The full spectrum of AdS5/CFT4 I: Representation theory and one-loop

Q-system, arXiv:1701.03704, @2017

84. M. Lemos, P. Liendo, C. Meneghelli, V. Mitev, "Bootstrapping N = 3 superconformal theories",

JHEP 04 (2017) 032, @2017

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85. A. Alldridge, "Fr\'echet globalisations of Harish-Chandra supermodules", Math. Res. Not.

IMRN 17 (2017), 5182-5232., @2017

16. Craigie, N.S., Dobrev, V.K., Todorov, I.T.. Conformally covariant composite operators in quantum

chromodynamics,. Ann. Phys. (N.Y.), 159, Elsevier Academic Press, 1985, ISSN:0003-4916,

DOI:10.1016/0003-4916(85)90118-6, 411-444. ISI IF:2.375

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86. E.D. Skvortsov, `Òn (Un)Broken Higher-Spin Symmetry in Vector Models, '' in: Higher Spin

Gauge Theories, (World Sci, 2017) pp. 103-137., @2017

87. A.A. Tseytlin, "Scattering Via Conformal Higher Spin Exchanges", in: Higher Spin Gauge

Theories, eds. L. Brink, M. Henneaux, M.A. Vasiliev, (World Sci, 2017) pp. 39-50., @2017

88. S.M. Kuzenko, R. Manvelyan and S. Theisen, ̀ Òff-shell superconformal higher spin multiplets

in four dimensions, '' JHEP 07 (2017) 034., @2017

89. S. Giombi, V. Kirilin, E. Skvortsov, Notes on Spinning Operators in Fermionic CFT, JHEP 05

(2017) 041, @2017

90. M. Beccaria and A.A. Tseytlin, `Òn induced action for conformal higher spins in curved

background, '' Nucl. Phys. {\bf B919} (2017) 359-383, @2017

91. D.J. Gross and V. Rosenhaus, `The Bulk Dual of SYK: Cubic Couplings, '' JHEP 05 (2017)

092, @2017

92. E. Sezgin, E.D. Skvortsov and Y. Zhu, ``Chern-Simons Matter Theories and Higher Spin

Gravity, '' JHEP 07 (2017) 133., @2017

93. R. Bonezzi, N. Boulanger, D. De Filippi and P. Sundell, ``Noncommutative Wilson lines in

higher-spin theory and correlation functions of conserved currents for free conformal fields, ''

J.Phys. A50 (2017) 475401., @2017

94. R. Bonezzi, `Ìnduced Action for Conformal Higher Spins from Worldline Path Integrals, ''

Universe 3 (2017) no.3, 64., @2017

95. Y. Neiman, ``The holographic dual of the Penrose transform, '' arXiv:1709.08050 [hep-

th]., @2017

96. S. Giombi, ``TASI Lectures on the Higher Spin - CFT duality, '' TASI Lectures Boulder,

Colorado 2015, "New frontiers in fields and strings", Proc. eds. J. Polchinski, P. Vieira, O.

DeWolfe (2017) p. 137-214., @2017

97. S. Giombi, V. Gurucharan, V. Kirilin, S. Prakash and E. Skvortsov, `Òn the Higher-Spin

Spectrum in Large N Chern-Simons Vector Models, '' JHEP 01 (2017) 058, @2017

17. Dobrev, V.K., Petkova, V.B.. On the group-theoretical approach to extended conformal supersymmetry :

classification of multiplets. Lett. Math. Phys., 9, 1985, 287-298. SJR:1.034, ISI IF:1.939

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98. P. Banerjee, P.K. Dhani, M. Mahakhud, V. Ravindran, S. Seth, Finite remainders of Konishi at

two loops in N = 4 SYM, JHEP 5 (2017) 085, @2017


JHEP 7 (2017) 061, @2017

100. S. Hellerman, Sh. Maeda, M. Watanabe, Operator Dimensions from Moduli, JHEP 10 (2017)

089, @2017

101. M. Günaydin, D. Volin, The complete unitary dual of non-compact Lie superalgebra su(p, q|m)

via the generalised oscillator formalism, and non-compact Young diagrams, arXiv:1712.01811

[math-ph] ., @2017

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102. C. Marboe, The AdS/CFT spectrum via integrability-based algorithms, PhD thesis (2017),

School of Mathematics, Trinity College Dublin, @2017

103. D. Mazac, Explorations in the Conformal Bootstrap, PhD thesis, University of Waterloo,

Ontario, Canada, 2017, @2017

1986

18. Dobrev, V.K., Petkova, V.B.. All positive energy unitary irreducible representations of the extended

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104. A. Alldridge, "Fr\'echet globalisations ofHarish-Chandra supermodules", Math. Res. Not.

IMRN 17 (2017), 5182-5232., @2017

19. Dobrev, V.K., Petkova, V.B.. Reducible representations of the extended conformal superalgebra and

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105. D. Mazac, Explorations in the Conformal Bootstrap, PhD thesis, University of Waterloo,

Ontario, Canada, 2017., @2017

1987

20. Dobrev, V.K.. Characters of the unitarizable highest weight modules over the N=2 superconformal

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106. M.C.N. Cheng, F. Ferrari, S.M. Harrison and N.M. Paquette, ``Landau-Ginzburg Orbifolds and

Symmetries of K3 CFTs, '' JHEP 01 (2017) 046, @2017

107. Y. Satoh, Y. Sugawara and T. Uetoko, ``Non-supersymmetric D-branes with Vanishing

Cylinder Amplitudes in Asymmetric Orbifolds, '' JHEP 08 (2017) 082, @2017

108. F. Ferrari and S.M. Harrison, ``Properties of extremal CFTs with small central charge, ''

arXiv:1710.10563 [hep-th]., @2017

109. M. Stanishkov, ``Symmetries in Two Dimensional Conformal Field Theories and Related

Integrable Models, '' arXiv:1711.00392 [hep-th], @2017

110. Y. H. Lin, S. H. Shao, Y. Wang and X. Yin, ``(2, 2) Superconformal Bootstrap in Two

Dimensions, '' JHEP 05 (2017) 112, @2017

21. Dobrev, V.K., Petkova, V.B.. On the group-theoretical approach to extended conformal supersymmetry :

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111. D. Mazac, Explorations in the Conformal Bootstrap, {\bf PhD thesis} (2017) University of

Waterloo, Ontario, Canada., @2017


JHEP 7 (2017) 061, @2017

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113. P.S. Howe, U. Lindström, Super-Laplacians and their symmetries, JHEP 05 (2017)

119, @2017

114. A. Alldridge, "Fr\'echet globalisations ofHarish-Chandra supermodules", Math. Res. Not.

IMRN 17 (2017), 5182-5232., @2017

1988

22. Petkova, V.B.. Two-dimensional (half-) integer spin conformal theories with central charge c. Int. J. Mod.

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115. M. Stanishkov, Symmetries in Two Dimensional Conformal Field Theories and Related

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23. Dobrev, V.K.. Canonical construction of intertwining differential operators associated with representations

of real semisimple Lie groups. Rept. Math. Phys., 25, 1988, 159-181. SJR:0.387, ISI IF:0.871

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116. N. Aizawa, "Generalization of Superalgebras to Color Superalgebras and Their

Representations", arXiv:1712.03008 [math-ph], @2017

117. F. Alshammari, P.S. Isaac, I. Marquette "A differential operator realisation approach for

constructing Casimir operators of non-semisimple Lie algebras", arXiv:1706.09970 [math-

ph], @2017

1989

24. Ganchev, A.Ch., Petkova, V.B. U_q(sl(2)) invariant operators and minimal theories fusion matrices. Phys.

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118. L. Hadjiivanov, P. Furlan, Quantum groups as generalized gauge symmetries in WZNW

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529. BPS black holes from massive IIA on S6 Adolfo Guarino, Javier Tarrío (Brussels U., PTM &

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532. Logarithmic Corrections to Entropy of Magnetically Charged AdS4 Black Holes Imtak Jeon

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535. On the On-Shell: The Action of AdS4 Black Holes Nick Halmagyi, Shailesh Lal. Oct 26, 2017.

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159. Nissimov, E., Pacheva, S., Guendelman, E. Cosmology via Metric-Independent Volume-Form Dynamics.

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161. Hristov, Kiril, Hosseini, Seyed Morteza, Zaffaroni, Alberto. An extremization principle for the entropy of

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545. N = 1 supersymmetric indices and the four-dimensional A-model Cyril Closset (CERN),

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546. Black hole entropy in massive Type IIA Francesco Benini (Princeton, Inst. Advanced Study &

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548. Black hole entropy in massive Type IIA Francesco Benini (Princeton, Inst. Advanced Study &

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552. Spectrum universality properties of holographic Chern-Simons theories Yi Pang, Junchen

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163. Stoilova, N.I., Van der Jeugt, J.. The Z_2 x Z_2-graded Lie superalgebra pso(2m+1|2n) and new

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554. Naruhiko Aizawa, Generalization of Superalgebras to Color Su- peralgebras and Their

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558. I-Love-Q Relations for Neutron Stars in dynamical Chern Simons Gravity By Toral Gupta,

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166. Anguelova, L, Suranyi, P, Wijewardhana, L.C.R.. Systematics of Constant Roll Inflation.

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167. Christova, E., Leader, E., Stoilov, M.. Consistency tests for the extraction of the Boer-Mulders an d Sivers

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561. Tanmay Maji, Dipankar Chakrabarti, Asmita Mukherjee, Sivers and $\cos 2φ$ Asymmetries in

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list of citations appeared in 2017 on scientific ...en...dobrev,v.k., ganchev, a.ch.. conformal...

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