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% \filename{mg7par1.tex} \version{6-jul-1995}
% Papers of type A: math, theor, class etc
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% Mo1 (1) %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\session{Exact Solutions}{V. Belinsky}
\@
Exact (3+1)-Dimensional Gravitational Soliton Solutions of the
Einstein Equation\\
Chi Au, Li-Zhi Fang, F.T. To\\
2
\@
Radiating Dyon In Einstein-Maxwell Theory\\
A. Chamorro, K.S. Virbhadra\\
3
\@
Geodesic Incompleteness and the Kinked De Sitter Spacetime\\
K.A. Dunn, T.A. Harriott, J.G. Williams\\
2
\@
Bondi-Sachs Metrics and Exact Solutions\\
S.J. Fletcher, A.W.-C. Lun\\
3
\@
A Radiating Generalization of the Kerr Solution\\
Dietrich Kramer\\
3
\@
Cylindrical Black Hole in General Relativity and Black Holes in
Lower Dimensional Gravity Theories\\
Jos\'e P.S. Lemos\\
2
\@
Quantum Cosmology for the Bianchi Type IX Models\\
Alfredo Mac\'ias, Michael P. Ryan\Jr\\
2
\@
Metric of an Axisymmetric Neutron Star\\
Vladimir S. Manko, J. Martin, E. Ruiz\\
2
\@
Dilaton Solutions with Arbitrary Electromagnetic Field\\
Tonatiuh Matos\\
2
\@
Extended N-Soliton Electrovac Solution\\
E. Ruiz, V.S. Manko, J. Martin\\
3
\@
A New Exact Solution of Einstein Field Equations\\
Yongjiu Wang, Zhiming Tang, Hongjun Guo, Hongwei Yu, Jiliang Jing\\
2
% 26
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\session{Multi-Dimensional Gravitational Theories}{M. Demianski}
\@
Kaluza-Klein Solitons: New Singularities and Origin Definitions\\
Andrew P. Billyard, Paul S. Wesson\\
2
\@
Nonstandard-Dimensional Gravitational Theories\\
Marek Demianski\\
6
\@
A Systematic Approach to the Study of Dimensional Reductions of
Self-Dual Yang-Mills Equations\\
Mario C. D\'iaz, George A.J. Sparling\\
3
\@
The Role of the Internal Metric in Generalized Kaluza-Klein Theories\\
W. Drechsler, D. Hartley\\
2
\@
The Classical Tests in (4+1)-Gravity\\
D. Kalligas, P. Wesson, C.W.F Everitt\\
3
\@
Space-Time-Matter\\
Bahram Mashhoon, Hongya Liu, Paul S. Wesson\\
3
\@
Fermi-Walker Coordinates in 2+1 Dimensional Gravity\\
Pietro Menotti, Domenico Seminara\\
3
\@
Variation of Fundamental Constraints and Red-Shift in 6-D
Cosmological Models\\
Americo Peraza\-Alvarez\\
2
\@
Locally Supersymmetric Action in a D-Dimensional Superspace\\
P. Salgado\\
2
%\@
%Fermi-Walker Coordinates in (2+1)-Dimensional Gravity\\
%Domenico Seminara, Pietro Menotti\\
%3
\@
Toward Chiral Supergravity and Unification\\
Kazunari Shima\\
2
% 47
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\session{Extreme Regimes of Gravitational Theory}{L. Halpern}
\@
Deformations, Large and Small, of Relativistic Membranes\\
Riccardo Capovilla, Jemal Guven\\
2
\@
Highly Relativistic, Self-Gravitating Perfect Fluids with
Differential Rotation\\
F.J. Chinea\\
2
\@
Is a Gravitational Geon Compatible With General Relativity?\\
F.I. Cooperstock, V. Faraoni, G.P. Perry\\
4
\@
Extragalactic Background Radiation and the Time Symmetry of the
Universe\\
David A. Craig\\
3
\@
Stability Test for Cauchy Horizons\\
T.M. Helliwell, D.A. Konkowski\\
2
\@
Stability Tests for Mild Singularities\\
D.A. Konkowski, T.M. Helliwell\\
2
\@
Atomic Transitions Induced by Time-Dependent Spacetime Geometries\\
Fabrizio Pinto\\
4
\@
Approximation of Static Skyrmions from Connections in
Compactified Minkowski Space\\
M. Rosenbaum, A.A. Minzoni\\
3
\@
Effects of Topology on the Gravitational Wave\\
Jiro Soda\\
2
% 24
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\session{Mathematical Foundations}{R. Schoen}
\@
Geometry Gravitation and Matter in Extreme Limits\\
Leopold Halpern\\
4
\@
A Blunder in Quantum Field Theory\\
Masayoshi Mizouchi\\
2
\@
A Tensorial Lax Pair Equation and Integrable Systems in
Relativity and Classical Mechanics\\
Kjell Rosquist\\
7
\@
Stability of Non-Abelian Black Holes and Catastrophe Theory\\
Takashi Tachizawa, Kei-Ichi Maeda, Takashi Torii\\
3
\@
The Role of Weyl Geometry in the Causal Interpretation of Quantum
Mechanics\\
W.R. Wood, G. Papini\\
3
\@
Quantum Probabilities Related to Wave Function's Behavior with
Respect to Spacetime Domain\\
Norifumi Yamada\\
2
\@
Mascroscopic Gravity\\
Roustam M. Zalaletdinov\\
4
% 24
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\session{Mathematical Relativity}{T. Dray}
\@
Algebraic Computing in General Relativity\\
T. Dray\\
9
\@
A Class of Hyperbolic Gauge Conditions\\
C. Bona, J. Stela, J. Mass\'o, E. Seidel\\
3
\@
Mass and Angular Momentum from Taub Numbers\\
Edward N. Glass\\
2
\@
Ricci Fall-Off in Static, Globally Hyperbolic, Geodesically Complete,
Ricci-Positive Spacetimes\\
Steven G. Harris, David Garfinkle\\
3
\@
MapleTensor: A New System for Performing Indicial and
Component Tensor Calculations by Computer\\
M. Kavian, R.G. McLenaghan, K.O. Geddes\\
2
\@
Similarity Reductions of the Field Equations for Stationary
Axisymmetric Rigidly Rotating Perfect Fluids\\
Ben Langton, Edward Fackerell\\
2
\@
MathTensor: Doing Tensor Analysis and Differential Forms by Computer\\
Leonard Parker\\
4
\@
Static Axisymmetric Approach to the Two Black Hole Head-on Collision\\
Samuel Rocha\-de\-Oliveira\\
5
\@
Spinors, Jets, and the Einstein Equations\\
C.G. Torre\\
3
\@
Positive Energy Proof for Asymptotically Anti-de Sitter Spacetimes\\
E. Woolgar\\
2
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\session{Phase Space and Gravitation}{G. Bisnovatyi-Kogan}
\@
Vlasov Equation in Spacetime Tangent Bundle\\
Howard E. Brandt\\
2
\@
Chaos in Static Axisymmetric Spacetimes\\
Kei-Ichi Maeda, Yasuhide Sota, Shingo Suzuki\\
3
\@
Global Properties of Energy Truncated Spheroidal Stellar Systems\\
Maria Teresa Menna, Giuseppe Pucacco, Remo Ruffini\\
3
\@
Stability of Dense Stellar Clusters Against Relativistic Collapse:
Maxwellian Distribution Functions with Different Cutoff Parameters\\
Marco Merafina, Gennady S. Bisnovatyi-Kogan, Remo Ruffini, \newline
Enrico Vesperini\\
4
\@
Landau Damping in Semi-Degenerate Gravitating Systems\\
R. Ruffini, M. Capalbi, S. Filippi, J.G. Gao, L.A. Sanchez\\
3
\@
Motion of Spin-1/2 Particles in External Gravitational and
Electromagnetic Fields\\
Stamatis Vokos\\
3
\@
Scale-Invariant Phase Space and the Conformal Group\\
James T. Wheeler\\
3
\@
Spacetime Coarse Grainings in Relativistic Particle Motion\\
John T. Whelan\\
3
% 24
% Th2%(22)%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\session{Alternate Gravitational Theories}{Y. Fujii}
\@
Summary of the Session: Alternative Gravitational Theories\\
Yasunori Fujii\\
2
\@
A Bianchi-Type IX Cosmological Solution in Brans-Dicke Theory\\
P.AG. Chauvet, J.L. Cervantes-Cota\\
3
\@
General Relativity and Empirical Success\\
R. Disalle, W.L. Harper, S.R. Valluri\\
2
\@
The Fokker de Sitter Gyroscopic Precession in
$(\Omega,A_{\mu\nu})$-Field Theory\\
Wang Tak Fung, Alfred Xin Yu\\
2
\@
Gravitation and Spin, Minimal Coupling and Beyond\\
Richard T. Hammond\\
3
\@
How Does Generalization of Einstein Theory Enhance Growth
of Density Perturbations\\
Toshinari Hirai, Kei-Ichi Maeda\\
3
\@
Observational Limits on Scalar-Tensor Theories\\
D. Kalligas, K. Nordtvedt, R.V. Wagoner\\
4
\@
The Gravitational Radiation of $\Omega$-Field Theory\\
Yu Yiu Lam\\
2
\@
Higgs Mechanism and the Structure of the Energy-Momentum Tensor
in Einstein Gravity and Conformal Gravity\\
Philip D. Manneheim, Demosthenes Kazanas\\
3
\@
The Equivalence Principle, Mach's Principle and a Possible Link
Between Lorentz-Invariant Scalar-Field Theory of Gravity
and General Relativity\\
P. Mazilu\\
2
\@
Gravity Coupled to Vector Coulomb Fields\\
Shin-ichi Nakariki, Kazumi Fukuma, Tetsuo Fukui, Masayoshi Mizouchi,
Teruya Ohtani\\
2
\@
Crossing Symmetry is Incompatible with General Relativity\\
H. Pierre\-Noyes\\
3
\@
Quantum Behavior in Asymmetric, Weyl-Like Cartan Geometries\\
J.E. Rankin\\
4
\@
Isotopic Quantization of Gravity and its Universal Isopoincar\'e
Symmetry\\
Ruggero Maria Santilli\\
6
\@
Motion of a Spinning Test Particle in the $\Omega$-Field Metric\\
Judy Tam Hong\\
3
\@
Inflation in $\Omega$-Field Theory\\
Lee Wa Tsan, Alfred Xin Yu\\
2
\@
Advances on a Unified Physics-Astrophysics Theory Based on a
Standing-Wave Particle Model\\
Rafael A. Vera\\
3
\@
Can Gravity Explain Galactic Mysteries?\\
Vadim V. Zhytnikov\\
2
% 49
% Fr2%(31)%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\session{Gravitomagnetism}{D. Theiss}
\@
Gravitoelectromagnetism: Further Applications\\
Donato Bini, Paolo Carini, Robert T. Jantzen\\
3
\@
Gravitoelectromagnetism and Inertial Forces in Relativity\\
Paolo Carini, Donato Bini, Robert T. Jantzen\\
3
\@
The Question of Linearized Gravity and Maxwell-Newtonian Approximation\\
C.Y. Lo\\
3
\@
On The Electromagnetism-Gravitation Analogy\\
Nikolai V. Mitskievich\\
2
\@
The Gravitational and Electrostatic Fields Far from an
Isolated Einstein-Maxwell Source\\
J.H. Ocariz, Hector Rago\\
2
\@
Thomas Precession in Spacetime Geometries\\
Abraham A. Ungar\\
2
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% Mo4 (34)%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\session{Perturbations of Stars and Black Holes}{V. Ferrari}
\@
Nonradial Pulsations of Compact Objects in General Relativity:
An Overview\\
Valeria Ferrari\\
23
\@
Aspects of Black-Hole Scattering\\
Nils Anderson\\
4
\@
Transformations Between the Regge-Wheeler and Bardeen-Press
Equations\\
J.F.Q. Fernandes, A.W.-C Lun\\
3
\@
Discharge of the Electromagnetic Field of a Reissner-Nordstrom
Black Hole\\
Rhett Herman, William A. Hiscock\\
3
\@
Classically Unstable Modes of an Isolated Black Hole\\
Osamu Kaburaki\\
2
\@
Non-Radial Oscillations of a Slowly Rotating Relativistic Star\\
Yasufumi Kojima\\
2
\@
Quasinormal Frequencies of Step Potentials\\
Hans-Peter Nollert\\
3
\@
Quasinormal Modes of Neutron Stars and Black Holes: Kin or Strangers?\\
Hans-Peter Nollert, Markus Leins, Michael S\"offel\\
3
\@
Quasi-Normal Modes and Late Time Behaviour of Waves in
Gravitational Systems\\
W.-M. Suen, E.S.C. Ching, P.T. Leung, K. Young\\
4
\@
Small Disturbances in Black Hole Magnetosphere\\
Toshio Uchida\\
2
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\session{Groups in General Relativity}{M.P. Ryan, Jr.}
\@
Spacetime Admitting a 3-Parameter Group of Homotheties\\
Jaume Carot, Alicia M. Sintes\\
3
\@
SO(2,4) Gauge Symmetry and the Einstein-Cartan-Maxwell Equations\\
D.M. Kerrick\\
2
\@
Conformal Motions in Bianchi I Spacetimes\\
D. B. Lortan, S.D. Maharaj\\
3
\@
A Generalization of the Noether Theorem\\
Nikolai V. Mitskievich, Samir A. Sidawi\\
2
\@
A Generalization of Ashtekar and the MacDowell-Mansouri Proposals\\
Octavio Obregon, J.A. Nieto, J. Socorro\\
2
\@
Bubbles with an 0(3)-Symmetric Scalar Field in Curved Spacetime\\
Nobuyuki Sakai, Yoonbai Kim, Kei-Ichi Maeda\\
3
\@
Connections on Principal Bundles Over Space-Time with Structure Groups
SL(2,C) and O(3,C)\\
A.H. Taub\\
2
\@
Tensor Multinomials and Einstein-Maxwell Theory\\
Chris Vuille\\
2
% 22
% Fr5%(35)%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\session{Numerical Relativity}{M. Choptuik}
\@
Numerical Instabilities Associated with Gauge Modes\\
Miguel Alcubierre, Bernard F. Schutz\\
4
\@
Modelling Moving Black Holes\\
Gabrielle Allen, Miguel Alcubierre, Simon Farrar,\newline
Bernard F. Schutz, Lee Aston Wild\\
4
\@
Rotating Black Hole Spacetimes\\
Steven R. Brandt, Edward Seidel\\
3
\@
Masses of Spindle and Cylindrical Naked Singularities\\
Takeshi Chiba, Ken-Ichi Nakao, Takashi Nakamura\\
2
\@
Initial Data for Quasi-Circular Orbits of Black-Hole Binaries\\
Gregory B. Cook\\
2
\@
Finite Differencing on the Sphere\\
Roberto G\'omez, Philippos Papadopoulos, Jeffrey Winicour\\
3
\@
Critical Trapping of a Spherical Scalar Field\\
Sean A. Hayward\\
2
\@
A 3-D Apparent Horizon Finder\\
Joan Mass\'o, Joseph Libson, Edward Seidel, Wai-Mo Suen\\
3
\@
Adaptative Mesh Refinement in Numerical Relativity\\
Joan Mass\'o, Edward Seidel, Paul Walker\\
3
\@
Singularity Avoidance in Numerical Black Hole Spacetimes\\
Joan Mass\'o, Peter Anninos, Greg Daues, Edward Seidel, Wai-Mo Suen\\
3
\@
Numerical Integration of the Robinson-Trautman Equation\\
D.A. Prager, A.W.-C. Lun\\
4
\@
3-D Numerical Relativity at NCSA\\
Edward Seidel, Peter Anninos, Karen Camarda, Joan Mass\'o,\newline
Wai-Mo Suen, Malcolm Tobias, John Towns\\
4
\@
Event Horizons of Numerical Black Holes\\
Wai-Mo Suen, Peter Anninos, David Bernstein, Steve Brandt, \newline
Joseph Libson, Joan Mass\'o, Edward Seidel, Larry Smarr,
Paul Walker\\
3
\@
Interface Behaviour in an Adaptive Mesh for
Hyperbolic Equations\\
Lee Aston Wild, Miguel Alcubierre, Gabrielle Allen, %\newline
Bernard F. Schutz\\
3
\@
Do One Dimensional Numerical Models of Supernovae Have Anything to Do
With the Real World?\\
James R. Wilson, Douglas S. Miller, Ronald W. Mayle\\
4
\@
Relativistic Binary Neutron Star Coalescence\\
James R. Wilson, Grant J. Mathews\\
4
% 47
% Mo6%(6)%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\session{Large Scale Structure Theory}{W. Stoeger}
\@
Robertson-Walker Models with Bulk Viscosity in Brans-Dicke Theory\\
Aroonkumar Beesham\\
3
\@
Decoherence of Homogeneous and Isotropic metrics in the Presence of
Massive Vector Fields\\
Orfeu Bertolami, P.V. Moniz\\
4
\@
The Missing Mass Problem in a Multiconnected Hyperspace-Time\\
Claude Gauthier\\
2
\@
Observational Constraints on Primordial Perturbation Spectra\\
Stefan Gottl\"ober\\
3
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\session{Numerical and Classical Cosmology}{B. Berger}
\@
Developments in Numerical Cosmology\\
Beverly K. Berger\\
20
\@
Numerical Simulation of Unpolarized Gowdy Spacetimes\\
David Garfinkle, Beverly Berger, Carrie Swift, Vijaya Swamy,\newline
Vincent Moncrief, Boro Grubisic\\
3
\@
Colliding Gravitational Waves in Friedmann-Robertson-Walker
Backgrounds\\
J.B. Griffiths\\
3
\@
A Numerical Kinetic Theory Approach for Two-Fluid Cosmological Models\\
H. Harleston, H. Quevedo, R.A. Sussman\\
3
\@
Continuous Time Dynamics and Iterative Maps of Expansion Normalized
Variables for Mixmaster Cosmologies\\
D.W. Hobill, T.D. Creighton\\
3
\@
On Properties of Large-Scale Inhomogeneities of Gravitational and
Scalar Fields in the Vicinity of Cosmological Singularity\\
A.A. Kirillov\\
2
\@
Rotational Perturbations of a Friedmann Universe\\
Christian Klein\\
3
\@
Tolman Bondi Spacetimes from a Different Viewpoint\\
D.R. Matravers, R. Maartens, N.P. Humphreys\\
2
\@
A Quantum-Driven-Time (QDT) Quantization of the Taub Cosmology\\
Warner A. Miller, Arkady Kheyfets\\
4
\@
On The General Behaviour of the Universe Near the Cosmological
Singularity\\
Giovanni Montani\\
4
\@
The Contour of Integration in Quantum Cosmology and Two Simplicial\newline
Minisuperspace Models\\
Peter A. Morse\\
3
\@
Chaotic Inflation and Baryogenesis in Supergravity\\
H. Murayama, Hiroshi Suzuki, T. Yanagida, Jun'ichi Yokoyama\\
4
\@
Evolution of a Perturbed Anisotropic Universe\\
Hyerim Noh\\
2
\@
Bianchi V Models in N=2, D=5 Supergravity\\
Luis O. Pimentel, J. Socorro\\
3
\@
Cylindrical Solutions in N=2, D=5 supergravity\\
Luis O. Pimentel\\
3
\@
Weyl Equation in G\"odel Type Universes\\
Luis O. Pimentel, Abel Camacho, Alfredo Mac{\'\i}as\\
3
\@
Inflation in a Planar Universe\\
Hisa-Aki Shinkai, Kei-Ichi Maeda\\
3
\@
Heat Transport in an Inhomogeneous Spherically Symmetric Universe\\
Joseph Triginer, Diego Pav\'on\\
2
% 64
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