Top Cited Articles during 2010 in math-ph

Top Cited Articles during 2010 in math-ph

The 100 most highly cited papers during 2010 in the math-ph archive

Keep in mind that citation counts can never be exact, there is something like a 5% error in most of these numbers. Please do not fret about number 32 versus 33, as this is often not a statistically significant difference. Remember the detailed warning about the accuracy of these counts.

Also note that the counts shown, and used in the rankings, are the counts as of Thu 30-Dec-2010. Further, the counts shown by the ranking are only the cites satisfying the criteria for that list. Actual citation numbers in the database may change as corrections are made and papers are added, the links will take you to the updated numbers. The lists, however, will not update.

  1. 25
    Invariants of algebraic curves and topological expansion
    By Bertrand Eynard, Nicolas Orantin (Saclay, SPht).
    HEP Record (arXiv: math-ph/0702045)
    [78 Total citations in HEP]
  2. 15
    The Multiple Zeta Value Data Mine
    By J. Blumlein (DESY, Zeuthen), D.J. Broadhurst (Open U., England), J.A.M. Vermaseren (DESY, Zeuthen & NIKHEF, Amsterdam).
    Published in:Comput.Phys.Commun.181:582-625,2010 (arXiv:0907.2557 [math-ph])
    [20 Total citations in HEP]
  3. 15
    Non-relativistic conformal symmetries and Newton-Cartan structures
    By Christian Duval (Marseille, CPT), Peter A. Horvathy (Tours U., CNRS).
    Published in:J.Phys.A42:465206,2009 (arXiv:0904.0531 [math-ph])
    [34 Total citations in HEP]
  4. 14
    A Translation-invariant renormalizable non-commutative scalar model
    By R. Gurau (Orsay, LPT), J. Magnen (Ecole Polytechnique, CPHT), V. Rivasseau (Orsay, LPT), A. Tanasa (Bucharest, IFIN-HH & Bonn, Max Planck Inst., Math.).
    Published in:Commun.Math.Phys.287:275-290,2009 (arXiv:0802.0791 [math-ph])
    [38 Total citations in HEP]
  5. 13
    Representations of the Weyl algebra in quantum geometry
    By Christian Fleischhack (Leipzig, Max Planck Inst.).
    Published in:Commun.Math.Phys.285:67-140,2009 (arXiv: math-ph/0407006)
    [77 Total citations in HEP]
  6. 11
    Fedosov quantization of Lagrange-Finsler and Hamilton-Cartan spaces and Einstein gravity lifts on (co) tangent bundles
    By Mihai Anastasiei (Cuza U., Iasi & Math.Inst., Iasi), Sergiu I. Vacaru (Fields Inst., Toronto).
    Published in:J.Math.Phys.50:013510,2009 (arXiv:0710.3079 [math-ph])
    [21 Total citations in HEP]
  7. 11
    Topological Graph Polynomials and Quantum Field Theory, Part I: Heat Kernel Theories
    By T. Krajewski, V. Rivasseau (Orsay, LPT), A. Tanasa (Ecole Polytechnique, CPHT & Bucharest, IFIN-HH), Zhituo Wang (Orsay, LPT & Ecole Polytechnique, CPHT).
    HEP Record (arXiv:0811.0186 [math-ph])
    [12 Total citations in HEP]
  8. 11
    n-ary algebras: A Review with applications
    By Jose A. de Azcarraga (Valencia U. & Valencia U., IFIC), Jose M. Izquierdo (Valladolid U.).
    Published in:J.Phys.A43:293001,2010 (arXiv:1005.1028 [math-ph])
    [11 Total citations in HEP]
  9. 10
    Matrix eigenvalue model: Feynman graph technique for all genera
    By Leonid Chekhov (Steklov Math. Inst., Moscow & Moscow, ITEP & Poncelet Lab., Moscow), Bertrand Eynard (Saclay, SPhT).
    Published in:JHEP 0612:026,2006 (arXiv: math-ph/0604014)
    [23 Total citations in HEP]
  10. 9
    Symplectic invariants, Virasoro constraints and Givental decomposition
    By Nicolas Orantin (Louvain U.).
    HEP Record (arXiv:0808.0635 [math-ph])
    [17 Total citations in HEP]
  11. 8
    Infinitely many shape invariant potentials and new orthogonal polynomials
    By Satoru Odake (Shinshu U.), Ryu Sasaki (Kyoto U., Yukawa Inst., Kyoto).
    Published in:Phys.Lett.B679:414-417,2009 (arXiv:0906.0142 [math-ph])
    [10 Total citations in HEP]
  12. 8
    Algebraic methods in random matrices and enumerative geometry
    By Bertrand Eynard (Saclay, SPhT), Nicolas Orantin (CERN).
    HEP Record (arXiv:0811.3531 [math-ph])
    [14 Total citations in HEP]
  13. 8
    Galilean Superconformal Symmetries
    By J.A. de Azcarraga (Valencia U.), J. Lukierski (Wroclaw U.).
    Published in:Phys.Lett.B678:411-415,2009 (arXiv:0905.0141 [math-ph])
    [15 Total citations in HEP]
  14. 7
    Superconformal Algebras and Mock Theta Functions 2. Rademacher Expansion for K3 Surface
    By Tohru Eguchi (Kyoto U., Yukawa Inst., Kyoto), Kazuhiro Hikami (Naruto U. of Education).
    HEP Record (arXiv:0904.0911 [math-ph])
    [8 Total citations in HEP]
  15. 7
    Spectral Singularities of Complex Scattering Potentials and Infinite Reflection and Transmission Coefficients at Real Energies
    By Ali Mostafazadeh (Koc U.).
    Published in:Phys.Rev.Lett.102:220402,2009 (arXiv:0901.4472 [math-ph])
    [7 Total citations in HEP]
  16. 7
    Topological expansion of the Bethe ansatz, and quantum algebraic geometry
    By L. Chekhov (Steklov Math. Inst., Moscow & Moscow, ITEP & Poncelet Lab., Moscow), B. Eynard, O. Marchal (Saclay, SPhT).
    HEP Record (arXiv:0911.1664 [math-ph])
    [9 Total citations in HEP]
  17. 7
    Spanning forest polynomials and the transcendental weight of Feynman graphs
    By Francis Brown, Karen Yeats (Unlisted).
    HEP Record (arXiv:0910.5429 [math-ph])
    [9 Total citations in HEP]
  18. 7
    Branes and Quantization for an A-Model Complexification of Einstein Gravity in Almost Kahler Variables
    By Sergiu I. Vacaru (Cuza U., Iasi & Fields Inst., Toronto).
    Published in:Int.J.Geom.Meth.Mod.Phys.6:873-909,2009 (arXiv:0810.4692 [math-ph])
    [12 Total citations in HEP]
  19. 7
    Localization and the interface between quantum mechanics, quantum field theory and quantum gravity I. The two antagonistic localizations and their asymptotic compatibility
    By Bert Schroer (Rio de Janeiro, CBPF & Freie U., Berlin).
    Published in:Stud.Hist.Philos.Mod.Phys.41:104-127,2010< /a> (arXiv:0912.2874 [math-ph])
    [7 Total citations in HEP]
  20. 7
    Structural Relations of Harmonic Sums and Mellin Transforms at Weight w = 6
    By Johannes Blumlein (DESY, Zeuthen).
    HEP Record (arXiv:0901.0837 [math-ph])
    [14 Total citations in HEP]
  21. 7
    Solutions of the T-system and Baxter equations for supersymmetric spin chains
    By Zengo Tsuboi (Okayama Inst. Quantum Phys.).
    Published in:Nucl.Phys.B826:399-455,2010 (arXiv:0906.2039 [math-ph])
    [10 Total citations in HEP]
  22. 6
    Newton equation for canonical, Lie-algebraic, and quadratic deformation of classical space
    By Marcin Daszkiewicz (Wroclaw U.), Cezary J. Walczyk (Warsaw U., Bialystok).
    Published in:Phys.Rev.D77:105008,2008 (arXiv:0802.3575 [math-ph])
    [10 Total citations in HEP]
  23. 6
    kappa-Minkowski spacetime as the result of Jordanian twist deformation
    By Andrzej Borowiec (Wroclaw U. & Dubna, JINR), A. Pachol (Wroclaw U.).
    Published in:Phys.Rev.D79:045012,2009 (arXiv:0812.0576 [math-ph])
    [15 Total citations in HEP]
  24. 6
    Formulation, Interpretation and Application of non-Commutative Quantum Mechanics
    By F.G. Scholtz (Stellenbosch U. & STIAS, Stellenbosch), L. Gouba (STIAS, Stellenbosch), A. Hafver, C.M. Rohwer (Stellenbosch U.).
    Published in:J.Phys.A42:175303,2009 (arXiv:0812.2803 [math-ph])
    [22 Total citations in HEP]
  25. 6
    Towards Relativistic Atomic Physics. I. The Rest-Frame Instant Form of Dynamics and a Canonical Transformation for a System of Charged Particles plus the Electro-Magnetic Field
    By David Alba (Florence U.), Horace Crater (Tennessee U., Tullahoma), Luca Lusanna (INFN, Florence).
    HEP Record (arXiv:0806.2383 [math-ph])
    [14 Total citations in HEP]
  26. 6
    Infinitely many shape invariant potentials and cubic identities of the Laguerre and Jacobi polynomials
    By Satoru Odake (Shinshu U.), Ryu Sasaki (Kyoto U., Yukawa Inst., Kyoto).
    Published in:J.Math.Phys.51:053513,2010 (arXiv:0911.1585 [math-ph])
    [6 Total citations in HEP]
  27. 6
    Position-dependent noncommutativity in quantum mechanics
    By M. Gomes, V.G. Kupriyanov (Sao Paulo U.).
    Published in:Phys.Rev.D79:125011,2009 (arXiv:0902.3252 [math-ph])
    [11 Total citations in HEP]
  28. 6
    Perturbative Algebraic Quantum Field Theory and the Renormalization Groups
    By Romeo Brunetti (Trento U. & INFN, Trento), Michael Duetsch (Math.Inst., Gottingen), Klaus Fredenhagen (Hamburg U., Inst. Theor. Phys. II).
    HEP Record (arXiv:0901.2038 [math-ph])
    [9 Total citations in HEP]
  29. 6
    Equivalence of the (generalised) Hadamard and microlocal spectrum condition for (generalised) free fields in curved spacetime
    By Ko Sanders (Gottingen U. & Math.Inst., Gottingen).
    Published in:Commun.Math.Phys.295:485-501,2010 (arXiv:0903.1021 [math-ph])
    [8 Total citations in HEP]
  30. 6
    All orders asymptotic expansion of large partitions
    By Bertrand Eynard (Saclay, SPht).
    Published in:J.Stat.Mech.0807:P07023,2008 (arXiv:0804.0381 [math-ph])
    [21 Total citations in HEP]
  31. 6
    Another set of infinitely many exceptional (X_{\ell}) Laguerre polynomials
    By Satoru Odake, Ryu Sasaki.
    Published in:Phys.Lett.B684:173-176,2010 (arXiv:0911.3442 [math-ph])
    [6 Total citations in HEP]
  32. 5
    The Extended algebra of observables for Dirac fields and the trace anomaly of their stress-energy tensor
    By Claudio Dappiaggi, Thomas-Paul Hack, Nicola Pinamonti (Hamburg U., Inst. Theor. Phys. II).
    Published in:Rev.Math.Phys.21:1241-1312,2009 (arXiv:0904.0612 [math-ph])
    [5 Total citations in HEP]
  33. 5
    Topological expansion of the Bethe ansatz, and non-commutative algebraic geometry
    By Bertrand Eynard (Saclay, SPhT), Olivier Marchal (Saclay, SPhT & Montreal U., CRM).
    Published in:JHEP 0903:094,2009 (arXiv:0809.3367 [math-ph])
    [13 Total citations in HEP]
  34. 5
    Complete Bethe Ansatz solution of the open spin-s XXZ chain with general integrable boundary terms
    By Luc Frappat (Annecy, LAPTH & Annecy, LAPP), Rafael Nepomechie (Miami U.), Eric Ragoucy (Annecy, LAPTH & Annecy, LAPP).
    Published in:J.Stat.Mech.0709:P09009,2007 (arXiv:0707.0653 [math-ph])
    [8 Total citations in HEP]
  35. 5
    One-loop beta functions of a translation-invariant renormalizable noncommutative scalar model
    By Joseph Ben Geloun (ICMPA, Benin & Orsay, LPT & IHES, Bures-sur-Yvette), Adrian Tanasa (Bucharest, IFIN-HH & IHES, Bures-sur-Yvette).
    Published in:Lett.Math.Phys.86:19-32,2008 (arXiv:0806.3886 [math-ph])
    [18 Total citations in HEP]
  36. 5
    Parametric representation of a translation-invariant renormalizable noncommutative model
    By Adrian Tanasa (Bucharest, IFIN-HH).
    Published in:J.Phys.A42:365208,2009 (arXiv:0807.2779 [math-ph])
    [14 Total citations in HEP]
  37. 5
    Fractional Dynamics from Einstein Gravity, General Solutions, and Black Holes
    By Sergiu I. Vacaru (Cuza U., Iasi).
    HEP Record (arXiv:1004.0628 [math-ph])
    [5 Total citations in HEP]
  38. 5
    Hidden Grassmann Structure in the XXZ Model III: Introducing Matsubara direction
    By M. Jimbo (Tokyo U., Math. Sci. & Chiba U.), T. Miwa (Kyoto U.), F. Smirnov (Paris, LPTHE).
    Published in:J.Phys.A42:304018,2009 (arXiv:0811.0439 [math-ph])
    [7 Total citations in HEP]
  39. 5
    A Matrix model for plane partitions and (T)ASEP
    By Bertrand Eynard (Saclay, SPhT).
    Published in:J.Stat.Mech.0910:P10011,2009 (arXiv:0905.0535 [math-ph])
    [6 Total citations in HEP]
  40. 5
    Summation of divergent series: Order-dependent mapping
    By Jean Zinn-Justin (DAPNIA, Saclay & Paris U., VI-VII).
    HEP Record (arXiv:1001.0675 [math-ph])
    [5 Total citations in HEP]
  41. 5
    Curve Flows and Solitonic Hierarchies Generated by Einstein Metrics
    By Sergiu I. Vacaru.
    Published in:Acta Appl.Math.110:73-107,2010 (arXiv:0810.0707 [math-ph])
    [10 Total citations in HEP]
  42. 5
    Topological expansion of $\beta$-ensemble model and quantum algebraic geometry in the sectorwise approach
    By L.O. Chekhov (Steklov Math. Inst., Moscow & Moscow, ITEP & Poncelet Lab., Moscow), B. Eynard, O. Marchal (Saclay, SPhT).
    HEP Record (arXiv:1009.6007 [math-ph])
    [5 Total citations in HEP]
  43. 4
    Einstein gravity as a nonholonomic almost Kahler geometry, Lagrange-Finsler variables, and deformation quantization
    By Sergiu I. Vacaru (Fields Inst., Toronto).
    Published in:J.Geom.Phys.60:1289-1305,2010 (arXiv:0709.3609 [math-ph])
    [11 Total citations in HEP]
  44. 4
    Noncommutative Deformations of Wightman Quantum Field Theories
    By Harald Grosse, Gandalf Lechner (Vienna U.).
    Published in:JHEP 0809:131,2008 (arXiv:0808.3459 [math-ph])
    [10 Total citations in HEP]
  45. 4
    Fermion structure of non-Abelian vortices in high density QCD
    By Shigehiro Yasui (KEK, Tsukuba), Kazunori Itakura (KEK, Tsukuba & Sokendai, Kanagawa), Muneto Nitta (Keio U.).
    Published in:Phys.Rev.D81:105003,2010 (arXiv:1001.3730 [math-ph])
    [4 Total citations in HEP]
  46. 4
    On p-Adic Mathematical Physics
    By B. Dragovich (Belgrade, Inst. Phys.), A.Yu. Khrennikov (Vaxjo U.), S.V. Kozyrev, I.V. Volovich (Steklov Math. Inst., Moscow).
    Published in:Anal.Appl.1:1-17,2009 (arXiv:0904.4205 [math-ph])
    [8 Total citations in HEP]
  47. 4
    New Classes of Off-Diagonal Cosmological Solutions in Einstein Gravity
    By Sergiu I. Vacaru.
    Published in:Int.J.Theor.Phys.49:2753-2776,2010 (arXiv:1003.0043 [math-ph])
    [4 Total citations in HEP]
  48. 4
    ELKO, flagpole and flag-dipole spinor fields, and the instanton Hopf fibration
    By Roldao da Rocha (ABC Federal U.), J.M. Hoff da Silva (Sao Paulo, IFT).
    Published in:Adv.Appl.Clifford Algebras 20:847-870,2010 (arXiv:0811.2717 [math-ph])
    [9 Total citations in HEP]
  49. 4
    Conformal generally covariant quantum field theory: The Scalar field and its Wick products
    By Nicola Pinamonti (Hamburg U., Inst. Theor. Phys. II).
    Published in:Commun.Math.Phys.288:1117-1135,2009 (arXiv:0806.0803 [math-ph])
    [4 Total citations in HEP]
  50. 4
    From Dirac Action to ELKO Action
    By J.M. Hoff da Silva (Sao Paulo, IFT), Roldao da Rocha (ABC Federal U.).
    Published in:Int.J.Mod.Phys.A24:3227-3242,2009 (arXiv:0903.2815 [math-ph])
    [8 Total citations in HEP]
  51. 4
    Cuboctahedric Higgs oscillator from the Calogero model
    By T. Hakobyan (Yerevan State U. & Yerevan Phys. Inst.), A. Nersessian (Yerevan State U. & Artsakh State U.), V. Yeghikyan (Yerevan State U.).
    Published in:J.Phys.A42:205206,2009 (arXiv:0808.0430 [math-ph])
    [6 Total citations in HEP]
  52. 4
    Mapping a Massless Scalar Field Theory on a Yang-Mills Theory: Classical Case
    By Marco Frasca (Rome U.).
    Published in:Mod.Phys.Lett.A24:2425-2432,2009 (arXiv:0903.2357 [math-ph])
    [6 Total citations in HEP]
  53. 4
    The Exotic conformal Galilei algebra and nonlinear partial differential equations
    By Roman Cherniha (Kiev, Inst. Math. & Henri Poincare U., Nancy 1), Malte Henkel (Henri Poincare U., Nancy 1).
    Published in:J.Math.Anal.Appl.369:120-132,2010 (arXiv:0910.4822 [math-ph])
    [5 Total citations in HEP]
  54. 4
    Noncommutative geometry, gauge theory and renormalization
    By Axel Marcillaud de Goursac (Orsay, LPT & Munster U.).
    HEP Record (arXiv:0910.5158 [math-ph])
    [5 Total citations in HEP]
  55. 4
    Finsler Black Holes Induced by Noncommutative Anholonomic Distributions in Einstein Gravity
    By Sergiu I. Vacaru (Cuza U., Iasi).
    Published in:Class.Quant.Grav.27:105003,2010 (arXiv:0907.4278 [math-ph])
    [5 Total citations in HEP]
  56. 4
    Schwinger functions in noncommutative quantum field theory
    By Dorothea Bahns (Math.Inst., Gottingen).
    HEP Record (arXiv:0908.4537 [math-ph])
    [5 Total citations in HEP]
  57. 4
    The Geometry of thermodynamics
    By Hernando Quevedo (Mexico U., ICN), Alejandro Vazquez (Morelos State U.).
    Published in:AIP Conf.Proc.977:165-172,2008 (arXiv:0712.0868 [math-ph])
    [8 Total citations in HEP]
  58. 4
    Categorified Symplectic Geometry and the Classical String
    By John C. Baez, Alexander E. Hoffnung, Christopher L. Rogers (UC, Riverside, Math. Dept.).
    Published in:Commun.Math.Phys.293:701-725,2010 (arXiv:0808.0246 [math-ph])
    [4 Total citations in HEP]
  59. 4
    Localization and the interface between quantum mechanics, quantum field theory and quantum gravity II. The search of the interface between QFT and QG
    By Bert Schroer (Rio de Janeiro, CBPF & Freie U., Berlin).
    Published in:Stud.Hist.Philos.Mod.Phys.41:293-308,2010< /a> (arXiv:0912.2886 [math-ph])
    [4 Total citations in HEP]
  60. 4
    On Staggered Indecomposable Virasoro Modules
    By Kalle Kytola (Geneva U.), David Ridout (DESY).
    Published in:J.Math.Phys.50:123503,2009 (arXiv:0905.0108 [math-ph])
    [6 Total citations in HEP]
  61. 4
    The Stability of the Irrotational Euler-Einstein System with a Positive Cosmological Constant
    By Igor Rodnianski, Jared Speck (Princeton U., Math. Dept.).
    HEP Record (arXiv:0911.5501 [math-ph])
    [4 Total citations in HEP]
  62. 4
    Constructive phi**4 field theory without tears
    By J. Magnen (Ecole Polytechnique, CPHT), V. Rivasseau (Orsay, LPT).
    Published in:Annales Henri Poincare 9:403-424,2008 (arXiv:0706.2457 [math-ph])
    [14 Total citations in HEP]
  63. 4
    Superconformal Algebras and Mock Theta Functions
    By Tohru Eguchi (Kyoto U., Yukawa Inst., Kyoto), Kazuhiro Hikami (Naruto U. of Education).
    Published in:J.Phys.A42:304010,2009 (arXiv:0812.1151 [math-ph])
    [6 Total citations in HEP]
  64. 4
    Some remarks on Ricci flow and the quantum potential
    By Robert Carroll (Illinois U., Urbana).
    HEP Record (arXiv: math-ph/0703065)
    [15 Total citations in HEP]
  65. 4
    A Matrix model for simple Hurwitz numbers, and topological recursion
    By Gaetan Borot, Bertrand Eynard, Motohico Mulase, Brad Safnuk (Unlisted).
    HEP Record (arXiv:0906.1206 [math-ph])
    [12 Total citations in HEP]
  66. 4
    ELKO Spinor Fields: Lagrangians for Gravity derived from Supergravity
    By Roldao da Rocha (ABC Federal U.), J.M. Hoff da Silva (Sao Paulo, IFT).
    Published in:Int.J.Geom.Meth.Mod.Phys.6:461-477,2009 (arXiv:0901.0883 [math-ph])
    [6 Total citations in HEP]
  67. 4
    The Time slice axiom in perturbative quantum field theory on globally hyperbolic spacetimes
    By Bruno Chilian, Klaus Fredenhagen (Hamburg U., Inst. Theor. Phys. II).
    Published in:Commun.Math.Phys.287:513-522,2009 (arXiv:0802.1642 [math-ph])
    [6 Total citations in HEP]
  68. 4
    Yet More Ado About Nothing: The Remarkable Relativistic Vacuum State
    By Stephen J. Summers (Florida U.).
    HEP Record (arXiv:0802.1854 [math-ph])
    [6 Total citations in HEP]
  69. 4
    From multiple scattering to van der Waals interactions: exact results for eccentric cylinders
    By Kimball A. Milton, Prachi Parashar, Jef Wagner (Oklahoma U.).
    HEP Record (arXiv:0811.0128 [math-ph])
    [8 Total citations in HEP]
  70. 4
    A Poincare lemma for sigma models of AKSZ type
    By Glenn Barnich (Brussels U., PTM & Intl. Solvay Inst., Brussels), Maxim Grigoriev (Lebedev Inst.).
    HEP Record (arXiv:0905.0547 [math-ph])
    [4 Total citations in HEP]
  71. 4
    Effective Constraints for Relativistic Quantum Systems
    By Martin Bojowald, Artur Tsobanjan (Penn State U.).
    Published in:Phys.Rev.D80:125008,2009 (arXiv:0906.1772 [math-ph])
    [8 Total citations in HEP]
  72. 3
    Functional determinants by contour integration methods
    By Klaus Kirsten (Leipzig, Max Planck Inst. & Baylor U.), Alan J. McKane (Manchester U.).
    Published in:Annals Phys.308:502-527,2003 (arXiv: math-ph/0305010)
    [34 Total citations in HEP]
  73. 3
    $\kappa$-Minkowski spacetimes and DSR algebras: Fresh look and old problems
    By Andrzej Borowiec, Anna Pachol (Wroclaw U.).
    Published in:SIGMA 6:086,2010 (arXiv:1005.4429 [math-ph])
    [3 Total citations in HEP]
  74. 3
    Exact Fermi coordinates for a class of spacetimes
    By David Klein, Peter Collas (Cal State, Northridge).
    Published in:J.Math.Phys.51:022501,2010 (arXiv:0912.2779 [math-ph])
    [3 Total citations in HEP]
  75. 3
    Deformations of quantum field theories on spacetimes with Killing vector fields
    By Claudio Dappiaggi (Hamburg U., Inst. Theor. Phys. II), Gandalf Lechner (Vienna U.), Eric Morfa-Morales (Schrodinger Inst., Vienna).
    HEP Record (arXiv:1006.3548 [math-ph])
    [3 Total citations in HEP]
  76. 3
    Superintegrability with third order integrals of motion, cubic algebras and supersymmetric quantum mechanics. I. Rational function potentials
    By Ian Marquette (Montreal U. & Montreal U., CRM).
    Published in:J.Math.Phys.50:012101,2009 (arXiv:0807.2858 [math-ph])
    [5 Total citations in HEP]
  77. 3
    Fedosov Quantization of Fractional Lagrange Spaces
    By Dumitru Baleanu (Cankaya U., Ankara), Sergiu I. Vacaru (Cuza U., Iasi).
    Published in:Int.J.Theor.Phys.50:233-243,2011 (arXiv:1006.5538 [math-ph])
    [3 Total citations in HEP]
  78. 3
    Curved manifolds with conserved Runge-Lenz vectors
    By J.-P. Ngome (Tours U., CNRS).
    Published in:J.Math.Phys.50:122901,2009 (arXiv:0908.1204 [math-ph])
    [4 Total citations in HEP]
  79. 3
    The Ponzano-Regge asymptotic of the 6j symbol: An Elementary proof
    By Razvan Gurau (Perimeter Inst. Theor. Phys.).
    Published in:Annales Henri Poincare 9:1413-1424,2008 (arXiv:0808.3533 [math-ph])
    [7 Total citations in HEP]
  80. 3
    Noncommutative epsilon-graded connections
    By Axel de Goursac (Orsay, LPT & Munster U.), Thierry Masson, Jean-Christophe Wallet (Orsay, LPT).
    HEP Record (arXiv:0811.3567 [math-ph])
    [10 Total citations in HEP]
  81. 3
    Categorified Symplectic Geometry and the String Lie 2-Algebra
    By John C. Baez, Christopher L. Rogers (UC, Riverside, Math. Dept.).
    Published in:Homology Homotopy Appl.12:221-236,2010 (arXiv:0901.4721 [math-ph])
    [3 Total citations in HEP]
  82. 3
    Dimensional regularization and renormalization of non-commutative QFT
    By R. Gurau, A. Tanasa (Orsay, LPT).
    Published in:Annales Henri Poincare 9:655-683,2008 (arXiv:0706.1147 [math-ph])
    [23 Total citations in HEP]
  83. 3
    Geometrization of Quantum Mechanics
    By Jose F. Carinena, Jesus Clemente-Gallardo (Zaragoza U.), Giuseppe Marmo (Naples U. & INFN, Naples).
    Published in:Theor.Math.Phys.152:894-903,2007 (arXiv: math-ph/0701053)
    [8 Total citations in HEP]
  84. 3
    Crum's Theorem for `Discrete' Quantum Mechanics
    By Satoru Odake (Shinshu U.), Ryu Sasaki (Kyoto U., Yukawa Inst., Kyoto).
    Published in:Prog.Theor.Phys.122:1067-1079,2010 (arXiv:0902.2593 [math-ph])
    [3 Total citations in HEP]
  85. 3
    Aspects of locally covariant quantum field theory
    By Jacobus Ambrosius Sanders (York U., England, Dept. Math.).
    HEP Record (arXiv:0809.4828 [math-ph])
    [5 Total citations in HEP]
  86. 3
    Gauge invariance in fractional field theories
    By Richard Herrmann (GigaHedron, Langen).
    Published in:Phys.Lett.A372:5515-5522,2008 (arXiv:0708.2262 [math-ph])
    [6 Total citations in HEP]
  87. 3
    Cohomology of Filippov algebras and an analogue of Whitehead's lemma
    By Jose A. de Azcarraga (Valencia U. & Valencia U., IFIC), J.M Izquierdo (Valladolid U.).
    Published in:J.Phys.Conf.Ser.175:012001,2009 (arXiv:0905.3083 [math-ph])
    [4 Total citations in HEP]
  88. 3
    On the physical part of the factorized correlation functions of the XXZ chain
    By Herman Boos, Frank Gohmann (Wuppertal U.).
    Published in:J.Phys.A42:315001,2009 (arXiv:0903.5043 [math-ph])
    [3 Total citations in HEP]
  89. 3
    Spectral Functionals, Nonholonomic Dirac Operators, and Noncommutative Ricci Flows
    By Sergiu I. Vacaru (Fields Inst., Toronto).
    Published in:J.Math.Phys.50:073503,2009 (arXiv:0806.3814 [math-ph])
    [7 Total citations in HEP]
  90. 3
    Fractional Almost Kahler-Lagrange Geometry
    By Dumitru Baleanu (Cankaya U., Ankara), Sergiu I. Vacaru (Cuza U., Iasi).
    HEP Record (arXiv:1006.5535 [math-ph])
    [3 Total citations in HEP]
  91. 3
    TBA for the Toda chain
    By K.K. Kozlowski, J. Teschner (Unlisted).
    HEP Record (arXiv:1006.2906 [math-ph])
    [3 Total citations in HEP]
  92. 3
    Some Problems of Self-Adjoint Extension in the Schrodinger equation
    By T. Nadareishvili, A. Khelashvili (Tbilisi State U. & Tbilisi, Inst. Phys.).
    HEP Record (arXiv:0903.0234 [math-ph])
    [5 Total citations in HEP]
  93. 3
    Geometric modular action for disjoint intervals and boundary conformal field theory
    By Roberto Longo (Rome U.,Tor Vergata), Pierre Martinetti, Karl-Henning Rehren (Gottingen U.).
    Published in:Rev.Math.Phys.22:331-354,2010 (arXiv:0912.1106 [math-ph])
    [4 Total citations in HEP]
  94. 3
    Growth estimates for Dyson-Schwinger equations
    By Karen Amanda Yeats.
    HEP Record (arXiv:0810.2249 [math-ph])
    [8 Total citations in HEP]
  95. 3
    Hopf algebra of non-commutative field theory
    By Adrian Tanasa (Orsay, LPT & Bucharest U.), Fabien Vignes-Tourneret (IHES, Bures-sur-Yvette).
    HEP Record (arXiv:0707.4143 [math-ph])
    [16 Total citations in HEP]
  96. 3
    Quantum Sine(h)-Gordon Model and Classical Integrable Equations
    By S.L. Lukyanov, A.B. Zamolodchikov (Rutgers U., Piscataway & Landau Inst.).
    Published in:JHEP 1007:008,2010 (arXiv:1003.5333 [math-ph])
    [3 Total citations in HEP]
  97. 3
    Warped Convolutions, Rieffel Deformations and the Construction of Quantum Field Theories
    By Detlev Buchholz (Gottingen U.), Gandalf Lechner (Vienna U.), Stephen J. Summers (Florida U.).
    HEP Record (arXiv:1005.2656 [math-ph])
    [3 Total citations in HEP]
  98. 3
    Exceptional Laguerre and Jacobi polynomials and the corresponding potentials through Darboux-Crum Transformations
    By Ryu Sasaki, Satoshi Tsujimoto, Alexei Zhedanov.
    Published in:J.Phys.A43:315204,2010 (arXiv:1004.4711 [math-ph])
    [3 Total citations in HEP]
  99. 3
    From Dirac spinor fields to ELKO
    By Roldao da Rocha (ABC Federal U. & Campinas State U.), Julio M. Hoff da Silva (Sao Paulo, IFT).
    Published in:J.Math.Phys.48:123517,2007 (arXiv:0711.1103 [math-ph])
    [13 Total citations in HEP]
  100. 3
    Baxter Q-Operators and Representations of Yangians
    By Vladimir V. Bazhanov, Rouven Frassek, Tomasz Lukowski, Carlo Meneghelli, Matthias Staudacher.
    HEP Record (arXiv:1010.3699 [math-ph])
    [3 Total citations in HEP]
  101. 3
    Conformal field theory at central charge c = 0: A measure of the indecomposability (b) parameters
    By Jerome Dubail (Saclay, SPhT & Ecole Normale Superieure), Jesper Lykke Jacobsen (Ecole Normale Superieure & Saclay, SPhT), Hubert Saleur (Saclay, SPhT & Southern California U.).
    Published in:Nucl.Phys.B834:399-422,2010 (arXiv:1001.1151 [math-ph])
    [3 Total citations in HEP]
  102. 3
    Quantum Physics, Relativity, and Complex Spacetime: Towards a New Synthesis
    By Gerald Kaiser.
    HEP Record (arXiv:0910.0352 [math-ph])
    [3 Total citations in HEP]
  103. 3
    Geometry of Grand Unification
    By Cumrun Vafa (Harvard U., Phys. Dept.).
    HEP Record (arXiv:0911.3008 [math-ph])
    [4 Total citations in HEP]
  104. 3
    Logarithmic potential $\beta$-ensembles and Feynman graphs
    By L. Chekhov (Steklov Math. Inst., Moscow & Moscow, ITEP & Poncelet Lab., Moscow).
    HEP Record (arXiv:1009.5940 [math-ph])
    [3 Total citations in HEP]
  105. 3
    Evolution profiles and functional equations
    By Thomas Curtright (Miami U.), Cosmas K. Zachos (Argonne).
    Published in:J.Phys.A42:485208,2009 (arXiv:0909.2424 [math-ph])
    [3 Total citations in HEP]
  106. 3
    The Dirac system on the anti-de Sitter universe
    By Alain Bachelot (Bordeaux U.).
    Published in:Commun.Math.Phys.283:127-167,2008 (arXiv:0706.1315 [math-ph])
    [8 Total citations in HEP]
  107. 3
    Fluxbrane and S-brane solutions with polynomials related to rank-2 Lie algebras
    By I.S. Goncharenko, V.D. Ivashchuk, V.N. Melnikov (Moscow, Gravitation Metrology Ctr. & Inst. Grav. Cosmology, Moscow).
    Published in:Grav.Cosmol.13:262-266,2007 (arXiv: math-ph/0612079)
    [8 Total citations in HEP]
  108. 3
    Warped Convolutions: A Novel Tool in the Construction of Quantum Field Theories
    By Detlev Buchholz (Gottingen U.), Stephen J. Summers (Florida U.).
    HEP Record (arXiv:0806.0349 [math-ph])
    [11 Total citations in HEP]
  109. 3
    Bifundamental fuzzy 2-sphere and fuzzy Killing spinors
    By Horatiu Nastase (Sao Paulo, IFT), Constantinos Papageorgakis (King's Coll. London, Dept. Math).
    Published in:SIGMA 6:058,2010 (arXiv:1003.5590 [math-ph])
    [3 Total citations in HEP]
  110. 3
    Topological graph polynomials and quantum field theory. Part II. Mehler kernel theories
    By Thomas Krajewski, Vincent Rivasseau (Orsay, LPT), Fabien Vignes-Tourneret (Lyon U.).
    HEP Record (arXiv:0912.5438 [math-ph])
    [3 Total citations in HEP]
  111. 3
    Eigenvalue Density, Li's Positivity, and the Critical Strip
    By Yang-Hui He (Oxford U., Theor. Phys. & Oxford U., Inst. Math.), Vishnu Jejjala (IHES, Bures-sur-Yvette), Djordje Minic (Virginia Tech).
    HEP Record (arXiv:0903.4321 [math-ph])
    [4 Total citations in HEP]
  112. 3
    Superintegrability with third order integrals of motion, cubic algebras and supersymmetric quantum mechanics II:Painleve transcendent potentials
    By Ian Marquette (Montreal U. & Montreal U., CRM).
    Published in:J.Math.Phys.50:095202,2009 (arXiv:0811.1568 [math-ph])
    [4 Total citations in HEP]
  113. 3
    Star product algebras of test functions
    By Michael A. Soloviev.
    Published in:Theor.Math.Phys.153:1351-1363,2007, Teor.Mat.Fiz.153:3-17,2007 (arXiv:0708.0811 [math-ph])
    [13 Total citations in HEP]
  114. 3
    Modern Summation Methods and the Computation of 2- and 3-loop Feynman Diagrams
    By Jakob Ablinger (Linz U.), Johannes Blumlein (DESY, Zeuthen), Sebastian Klein (Aachen, Tech. Hochsch.), Carsten Schneider (Linz U.).
    Published in:Nucl.Phys.Proc.Suppl.205-206:110-115,2010< /a> (arXiv:1006.4797 [math-ph])
    [3 Total citations in HEP]
  115. 3
    On the finite subgroups of U(3) of order smaller than 512
    By Patrick Otto Ludl (Vienna U.).
    Published in:J.Phys.A43:395204,2010 (arXiv:1006.1479 [math-ph])
    [3 Total citations in HEP]
  116. 3
    Periodic Sturm-Liouville problems related to two Riccati equations of constant coefficients
    By K.V. Khmelnytskaya, H.C. Rosu, A. Gonzalez (IPICyT, San Luis Potosi).
    Published in:Annals Phys.325:596-606,2010 (arXiv:0910.1377 [math-ph])
    [3 Total citations in HEP]