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          ó 133 äéææåòåîãéáìøîùå é éîôåçòáìøîùå õòá÷îåîéñ

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          ó 17 ÷ùþéóìéôåìøîáñ íáôåíáôéëá.

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          ó 322 ôåïòéñ ïôîïóéôåìøîïóôé

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          ó 322.1 ïâýáñ ôåïòéñ ïôîïóéôåìøîïóôé é çòá÷éôáãéñ

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    8. Barbero J.F.G. a.o.   Husain-Kuchar Model: Time Variables and
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    14. Dzhunushaliev V.D. Multidimensional Gravity on the Principal
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    18. Mino Yasushi. Regularization of Gravitational Radiation
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    20. Nayak K.R., Vishveshwara C.V. Gyroscopic Precession and
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    21. Ori Amos. Null Weak Singularities in Plane-Symmetric
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    22. Shimada M. Compressive Effects on Globular Clusters by
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    23. Siino Masaru. Topoligical Appearance of Event Horizon.- What
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          ó 322.2 ëïóíïìïçéñ.çòá÷éôáãéïîîùå ÷ïìîù

    24. Anninos P. a.o.   New-Orthogonal Body-Fitting Coordinates
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    25. Balbinot R. a.o.   Dilaton Gravity Black Holes with a
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    26. Baumgarte T.W. a.o.   Stability of Relativistic Neutron
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    27. Berger B.K., Garfinkle D. Phenomenology of the Gowdy
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    28. Bernui A. a.o.   Radiation Damping in FRW Space-Times with
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    29. Bianchi M. a.o.   Cross Section of a Resonant-Mass Detector
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    30. Bytsenko A.A. a.o.   Quantum Correction to the Entropy of
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    31. Caldwell R.R., Steinhardt P.J. Imprint of Gravitational
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    32. Chiba T. a.o.   Two Boosted Black Holes in Asymptotically de
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    33. Chimento L.P., Pavon D. Inhomogeneous Universe Models with
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    34. Clement G. From Schwarzschild to Kerr: Generating Spinning
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    35. Cognola G. Thermodynamics of Scalar Fields in Kerr's
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    36. Corley S. Computing the Spectrum of Black Hole Radiation in
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    37. Cornish N.J. a.o.   Can COBE See the Shape of the Universe?
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    38. Daftardar-Gejji V. A Generalisation of Brinkmann's Theorem.
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    39. Flanagan E.E., Hughes S.A. Measuring Gravitational Waves
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    40. Flanagan E.E., Hughes S.A. Measuring Gravitational Waves
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    41. Gabriel Cl. a.o.   Interacting Charged Particles in an
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    42. Glass E.N., Krisch J.P. Radiation and String Atmosphere for
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    43. Gomez R. a.o.   Moving Black Holes in 3D. //Phys. Rev.D. -
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    44. Gouda Naoteru. Morphology in Cosmological Gravitational
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    45. Halpern K. Cross Section and Effective Potential in
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    46. Harada T. Neutron Stars in Scalar-Tensor Theories of Gravity
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    47. Ishikawa Ken-Ichi  a.o.   Dynamical Symmetry Breaking in
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    48. Jacobson T. Semiclassical Decay of Near-Extremal Black
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    49. Jaranowski P., Schafer G. Nonuniqueness of the Third
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    50. Kenmoku M. a.o.   de Broglie-Bohm Interpretation for the
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    51. Kleihaus B., Kunz J. Static Axially Symmetric
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    52. Klemm D. a.o.   Rotating Topological Black Holes. //Phys.
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    53. Krasnikov S.V. Hyperfast Travel in General Relativity.
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    54. Lemos J.P.S. Gravitational Collapse to Toroidal,
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    55. Lu J., Huang B. Casimir Energy for a Piecewise Uniform
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    56. Makela J., Repo P. Quantum-Mechanical Model of the
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    57. Martins C.J.A.P., Shellard E.P.S. Galactic Magnetic Fields
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    58. Mukohyama Shinji. Excitation of a Kaluza-Klein Mode by
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    59. Nicholson D., Vecchio A. Bayesian Bounds on Parameter
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    60. Novak J. Spherical Neutron Star Collapse Toward a Black Hole
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    61. Owen B.J. a.o.   Nonprecessional Spin-Orbit Effects on
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    62. Poisson E. Gravitational Waves from Inspiraling Compact
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    63. Pretorius F. a.o.   An Operational Approach to Black Hole
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    64. Reboucas M.J. a.o.   Topology and Fragility in Cosmology.
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    65. Singh T. a.o.   Bulk Viscous Cosmological Models with
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    66. Tamaki T. a.o.   Non-Abelian Black Holes in Brans-Dicke
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    67. Tomita Kenji. Cosmological Simulation of Gravitational Weak
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    68. Wang B. a.o.   Can a Nonextremal Reissner-Nordstrom Black
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    69. White M. Remark on the Estimation of Angular Power Spectra
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    70. Zloshchastiev K.G. Monopole and Electrically Charged Dust
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          ó 322.4 ë÷áîôï÷áñ çòá÷éôáãéñ

    71. Barcelo C., Garay L.J. Quantum Fields in Anti- de Sitter
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    72. Cavaglia M. Solvable Model of Two-Dimensional Dilaton
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    73. De-Bievre S., Renaud J. Massless Gupta-Bleuler Vacuum on the
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    74. Di-Francesco P. a.o.   Coloring Random Triangulations.
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    75. Eynard B., Kristjansen C. An Iterative Solution of the
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    76. Ichinose Shoichi. Weyl Anomaly of 2D Dilaton-Scalar Gravity
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    77. Kodama H. Canonical Structure of Locally Homogeneous Systems
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    78. Padmanabhan T. Hypothesis of Path Integral Duality. I.
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          ó 323 ë÷áîôï÷áñ íåèáîéëá

    79. Jevicki A. Light-Front Partons and Dimensional Reduction in
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    80. Ozeren S.F. a.o.   Landau Diamagnetism within Tsallis
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          ó 323.1 òåìñôé÷éóôóëéå ÷ïìîï÷ùå õòá÷îåîéñ. õòá÷îåîéñ ôéðá
âåôå-óïìðéôåòá.ë÷áúéðïôåîãéáì.

    81. Epstein K.J. Generally Covariant Dirac Hamiltonian. //Gen.
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          ó 324.1 ÷ôïòéþîï-ë÷áîôï÷áîîùå ìïëáìøîùå ôåïòéé
÷úáéíïäåêóô÷õàýéè ðïìåê

    82. Maslowski T., Wieckowski M. Fourth-Order Renormalization of
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    83. Tiktopoulos G. Variational Wave Functionals in Quantum Field
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          ó 324.1 óéìøîùå ÷úáéíïäåêóô÷éñ.üìåëôòïíáçîéôîáñ óôòõëôõòá
þáóôéã.áìçåâòá ôïëï÷.ëéòáìøîùå ôåïòéé.ôåïòéñ òåäöå

    84. Carrington M.E., Kobes R. General Cancellation of Ladder
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    87. Gusynin V.P. a.o.   Chiral Symmetry Breaking by a
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    88. Lee D.-S. a.o.   Chiral Symmetry Breaking in a Uniform
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    89. Scadron M.D. Comments on Compositeness in the SU(2) Linear
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          ó 324.1× óìáâùå ÷úáéíïäåêóô÷éñ.ôåïòéñ ÷áêîâåòçá-óáìáíá é
åå íïäéæéëáãéé

    90. Surig A. Self-Consistent Treatment of Bubble Nucleation at
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          ó 324.1Ç ëáìéâòï÷ïþîùå ôåïòéé ðïìñ.óðïîôáîîï-îáòõûåîîùå
óéííåôòéé.íïäåìé ÷åìéëïçï ïâÿåäéîåîéñ

    91. Andersen J.O. Screening Mass Squared in Hot Scalar Theory to
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    92. Bagan E. a.o.   Soft Dynamics and Gauge Theories. //Phys.
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    93. Bak D. a.o.   Dynamics of Bogomol'nyi-Prasad-Sommerfield
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    94. Biswas A.K. a.o.   Oscillating D-Strings from Type IIB
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    97. Kosyakov B.P. Exact Solutions in the Yang-Mills-Wong Theory.
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    98. Lee J. Hamiltonian Formulation of the D-Brane Action and the
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    101. Shen Kun , Kuang Yu-Ping. Ward Identity and Dynamical Mass
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    102. Su Wang-Chan Z&sub(2) Monopole of Spin(10) Gauge Theories.
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    103. Tripathy P.K. Self-Dual Maxwell Chern-Simons Solitons in
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          ó 324.1Ç1 ëáìéâòï÷ïþîùå ðïìñ îá òåûåôëå

    104. Berruto F. a.o.   Chiral Symmetry Breaking on the Lattice:
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          ó 324.1Ä ë÷áîôï÷áñ èòïíïäéîáíéëá

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          ó 324.1Å óõðåòóéííåôòéþîùå ôåïòéé. óõðåòçòá÷éôáãéñ.
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          ó 324.2 îåìïëáìøîùå é îåìéîåêîùå ôåïòéé ðïìñ.ôåïòéé ó
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          ó 324.3 áëóéïíáôéþåóëáñ ôåïòéñ ðïìñ.áîáìéôéþåóëéå ó÷ïêóô÷á
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          ó 326 ë÷áîôï÷áñ ôåïòéñ óéóôåí éú íîïçéè þáóôéã.ë÷áîôï÷áñ
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