V. Rittenberg

发表

First-Order Phase Transitions in One-Dimensional Steady States

Peter F. Arndt, Thomas Heinzel, P. Arndt, 1997 .

Temperley–Lieb stochastic processes

Jan de Gier, Paul A. Pearce, Bernard Nienhuis, 2002 .

Finite-Size Scaling Theory

V. Rittenberg, 1983 .

Stochastic models with boundaries and quadratic algebras

S. Dasmahapatra, F. C. Alcaraz, V. Rittenberg, 1998 .

N-species stochastic models with boundaries and quadratic algebras

S. Dasmahapatra, F. C. Alcaraz, V. Rittenberg, 1997 .

Semisimple Graded Lie Algebras

A. Pais, V. Rittenberg, 1975 .

Erratum: Semisimple Lie algebras

A. Pais, V. Rittenberg, 1976 .

A remarkable connection between the representations of the Lie superalgebras osp(1, 2n) and the Lie algebras o(2n+1)

M. Scheunert, V. Rittenberg, 1982 .

Stochastic processes and conformal invariance.

P. Pearce, B. Nienhuis, V. Rittenberg, 2002, Physical review. E, Statistical, nonlinear, and soft matter physics.

Finite nonabelian subgroups of SU(n) with analytic expressions for the irreducible representations and the Clebsch–Gordan coefficients

A. Bovier, U. Abresch, V. Rittenberg, 1980 .

Nonequilibrium stationary states and equilibrium models with long range interactions

J. Gier, R. Brak, V. Rittenberg, 2003, cond-mat/0311149.

DDD diffraction dissociation plus duality

V. Rittenberg, J. Dorren, D. Yaffé, 1971 .

Duality in the triple Regge limit

H. Rubinstein, V. Rittenberg, R. Edelstein, 1971 .

Different facets of the raise and peel model

F. C. Alcaraz, V. Rittenberg, 2007, cond-mat/0703725.

Nucleon-antinucleon annihilation into pions

S. Orfanidis, V. Rittenberg, 1973 .

Irreducible tensors for the groupSU3

N. Marinescu, L. Bányai, V. Rittenberg, 1966 .

A crossing-symmetric bootstrap model of a nearly degenerate vector-meson octet

N. Marinescu, L. Bányai, V. Rittenberg, 1967 .

A crossing-symmetric, dynamical approach to internal symmetries

N. Marinescu, L. Bányai, V. Rittenberg, 1967 .

The Raise and Peel Model of a Fluctuating Interface

P. Pearce, B. Nienhuis, V. Rittenberg, 2003, cond-mat/0301430.

Reaction-diffusion processes as physical realizations of Hecke algebras

V. Rittenberg, 1993, cond-mat/9402020.

Spectra of quantum chains without the Yang-Baxter equation

I. Peschel, V. Rittenberg, U. Schultze, 1994, cond-mat/9406047.

Reaction - diffusion processes, critical dynamics and quantum chains

M. Droz, M. Henkel, F. C. Alcaraz, 1993, hep-th/9302112.

Universality properties of the stationary states in the one-dimensional coagulation-diffusion model with external particle input

H. Hinrichsen, V. Rittenberg, H. Simon, 1996, cond-mat/9606088.

Analysis of photo and electroproduction data against ωW

V. Korbel, J. Gayler, H. Rubinstein, 1972 .

A pr 2 00 0 Valence Bond Ground States in Quantum Antiferromagnets and Quadratic

F. C. Alcaraz, V. Rittenberg, 2000 .

Soft-pion limits of the inclusive pion distributions in NN → π± + anything at rest

S. Orfanidis, V. Rittenberg, 1973 .

Regge behaviour for inclusive annihilation and decay processes

H. Rubinstein, V. Rittenberg, 1972 .

First-Order Phase Transitions in One-Dimensional Steady States

P. Arndt, T. Heinzel, V. Rittenberg, 1997, cond-mat/9706114.

Cyclic representations of the periodic Temperley–Lieb algebra, complex Virasoro representations and stochastic processes

Arun Ram, F. C. Alcaraz, V. Rittenberg, 2014, 1402.5990.

Temperley–Lieb stochastic processes

P. Pearce, J. Gier, B. Nienhuis, 2002, math-ph/0209017.

Spontaneous Breaking of Translational Invariance and Spatial Condensation in Stationary States on a Ring. II. The Charged System and the Two-Component Burgers Equations

P. Arndt, V. Rittenberg, 1998, cond-mat/0012480.

Renormalizable field-theoretical model for weak interactions

L. Bányai, V. Rittenberg, 1966 .

Sequences of Z2⊗Z2 graded Lie algebras and superalgebras

D. Wyler, V. Rittenberg, 1978 .

Global symmetries of spin systems

V. Rittenberg, 1982 .

LETTER TO THE EDITOR: Spontaneous breaking of translational invariance in one-dimensional stationary states on a ring

P. Arndt, T. Heinzel, V. Rittenberg, 1997, cond-mat/9708128.

N-species stochastic models with boundaries and quadratic algebras

S. Dasmahapatra, F. C. Alcaraz, V. Rittenberg, 1997, cond-mat/9705172.

Representations of the quadratic algebra and partially asymmetric diffusion with open boundaries

F. Essler, V. Rittenberg, 1995, cond-mat/9506131.

Nonlocal growth processes and conformal invariance

F. C. Alcaraz, V. Rittenberg, 2012, 1204.1001.

Diffraction dissociation in electroproduction

V. Rittenberg, J. Dorren, 1974 .

Bootstrap of the π-π,J=0,T=0, antibound state

N. Marinescu, L. Bányai, V. Rittenberg, 1966 .

Conformal invariance and its breaking in a stochastic model of a fluctuating interface

F. C. Alcaraz, V. Rittenberg, E. Levine, 2006, cond-mat/0604223.

Phase diagrams for two-dimensional six- and eight-states spin systems

V. Rittenberg, P. Reinicke, R. Badke, 1985 .

A connection between the twisted N = 2 superconformal and SU(2) Kac-moody algebras

V. Rittenberg, A. Schwimmer, 1987 .

Supersymmetric Quantum Mechanics

V. Rittenberg, M. D. Crombrugghe, 1983 .

Irreducible representations of the osp(2,1) and spl(2,1) graded Lie algebras

W. Nahm, W. Nahm, M. Scheunert, 1977 .

Graded Lie algebras: Generalization of Hermitian representations

W. Nahm, M. Scheunert, V. Rittenberg, 1977 .

Supersymmetric gauge theories in quantum mechanics

V. Rittenberg, S. Yankielowicz, 1985 .

Fierz identities for real Clifford algebras and the number of supercharges

M. Baake, V. Rittenberg, P. Reinicke, 1985 .

Classification of all simple graded Lie algebras whose Lie algebra is reductive. II. Construction of the exceptional algebras

W. Nahm, M. Scheunert, V. Rittenberg, 1976 .

Classification of all simple graded Lie algebras whose Lie algebra is reductive. I

W. Nahm, M. Scheunert, V. Rittenberg, 1976 .

Non-universality in Z3 symmetric spin systems

V. Rittenberg, M. Marcu, P. Centen, 1982 .

Elementary construction of graded Lie groups

M. Scheunert, V. Rittenberg, 1978 .

Density profiles in the raise and peel model with and without a wall; physics and combinatorics

F. C. Alcaraz, V. Rittenberg, P. Pyatov, 2007, 0709.4575.

a Template for Quantum Spin Chain Spectra

P. Martin, V. Rittenberg, 1992 .

Stochastic models on a ring and quadratic algebras. The three-species diffusion problem

P. Arndt, T. Heinzel, V. Rittenberg, 1997, cond-mat/9703182.

Conformal invariance and finite one-dimensional quantum chains

H. Ruegg, V. Rittenberg, G. Gehlen, 1986 .

The modified XXZ Heisenberg chain, conformal invariance and the surface exponents of c<1 systems

M. Baake, U. Grimm, F. C. Alcaraz, 1989 .

One-particle-exchange model for low-energy scattering I. The one-channel problem

L. Bányai, V. Rittenberg, 1968 .

The XXZ Heisenberg chain, conformal invariance and the operator content of c < 1 systems

U. Grimm, F. C. Alcaraz, V. Rittenberg, 1989 .

Operator content of the XXZ chain

M. Baake, F. C. Alcaraz, V. Rittenberg, 1988 .

The Ashkin-teller Quantum Chain and Conformal Invariance

V. Rittenberg, G. Gehlen, 1987 .

FINITE CHAINS WITH QUANTUM AFFINE SYMMETRIES

F. C. Alcaraz, M. Scheunert, V. Rittenberg, 1993, hep-th/9307103.

A two-parameter deformation of the SU (1|1) superalgebra and the XY quantum chain in a magnetic field

H. Hinrichsen, V. Rittenberg, 1991, hep-th/9110074.

Magic * in the spectra of the XXZ quantum chain with boundaries at Delta=0 and Delta =-1/2

J. Gier, V. Rittenberg, P. Pyatov, 2005, hep-th/0505062.

One-boundary Temperley–Lieb algebras in the XXZ and loop models

V. Rittenberg, J. de Gier, A. Nichols, 2004, cond-mat/0411512.

LETTER TO THE EDITOR: The `topological' charge for the finite XX quantum chain

V. Rittenberg, U. Bilstein, 2000, cond-mat/0004241.

Refined Razumov–Stroganov conjectures for open boundaries

J. Gier, V. Rittenberg, 2004, math-ph/0408042.

Higher symmetries in the spin-one Zamolodchikov-Fateev hamiltonian with a finite number of sites and toroidal boundary conditions. Spectra and operator content of N = 1 superconformal systems

G. Schütz, V. Rittenberg, D. Baranowski, 1992 .

Bethe ansatz solution of the Fateev-Zamolodchikov quantum spin chain with boundary terms

Rafael I. Nepomechie, V. Rittenberg, L. Mezincescu, 1990 .

Higher spin conserved currents in c = 1 conformally invariant systems

M. Baake, P. Christe, V. Rittenberg, 1988 .

Conformal invariance and correction to finite-size scaling: applications to the three-state Potts model

V. Rittenberg, G. Gehlen, T. Vescan, 1987 .

The spectra of quantum chains with free boundary conditions and Virasoro algebras

V. Rittenberg, G. Gehlen, 1986 .

On the two-point correlation functions for the Uq[SU(2)] invariant spin one-half Heisenberg chain at roots of unity

H. Hinrichsen, M. Scheunert, V. Rittenberg, 1993, hep-th/9310119.

LIGHT-CONE EXPANSIONS FOR EXCLUSIVE PROCESSES.

H. Rubinstein, V. Rittenberg, S. Yankielowicz, 1971 .

Hunting for the central charge of the Virasoro algebra: six- and eight-state spin models

V. Rittenberg, G. Gehlen, 1986 .

Anisotropic phase transition in the asymmetric three-states clock model

V. Rittenberg, G. Gehlen, T. Vescan, 1986 .

Finite-size effects in the three-state quantum asymmetric clock model

V. Rittenberg, G. Gehlen, 1984 .

The spherical model as a guide to specific heat phase transitions

A. M. Din, V. Rittenberg, D. G. Caldi, 1981 .

Finite-size scaling for quantum chains with an oscillatory energy gap

V. Rittenberg, C. Hoeger, G. Gehlen, 1985 .

Zn-symmetric quantum chains with an infinite set of conserved charges and Zn zero modes

V. Rittenberg, G. Gehlen, 1985 .

Operator content of n-state quantum chains in the c=1 region

G. Schutz, V. Rittenberg, G. Gehlen, 1988 .

The critical 2D Ising model in a magnetic field. A Monte Carlo study using a Swendesen-Wang algorithm

P. G. Lauwers, V. Rittenberg, 1989 .

Large deviations of avalanches in the raise and peel model

V. Rittenberg, P. Pyatov, A. Povolotsky, 2018, 1802.01555.

$q$ Deformations of the O(3) Symmetric Spin 1 Heisenberg Chain

Rafael I. Nepomechie, M. Batchelor, V. Rittenberg, 1990 .

The discrete cubic and chiral cubic spin systems in various dimensions and their large-N limits

V. Rittenberg, P. Reinicke, R. Badke, 1985 .

Operator Content of Some c = 1 Models in Statistical Mechanics

V. Rittenberg, 1989 .

Superconformal invariance in the Ashkin-Teller quantum chain with free boundary conditions

V. Rittenberg, G. Gehlen, 1986 .

Shared information in classical mean-field models

Tridib Sadhu, V. Rittenberg, O. Cohen, 2014, 1409.5520.

Shared information in stationary states at criticality

F. C. Alcaraz, V. Rittenberg, 2010 .

The global symmetries of spin systems defined on abelian groups. II

V. Rittenberg, M. Marcu, A. Regev, 1981 .

Operator content of the Ashkin-Teller quantum chain, superconformal and Zamolodchikov-Fateev invariance. I. Free boundary conditions

M. Baake, V. Rittenberg, G. Gehlen, 1987 .

The Pokrovski-Talapov Phase Transitions and Quantum Groups

H. Hinrichsen, V. Rittenberg, 1992, hep-th/9202082.

Semiclassical approximations to 3j- and 6j-coefficients for quantum mechanical coupling of angular momenta An inverse problem in statistical mechanics Direct determination of the Iwasawa decomposition for noncompact

Klaus Schulten, Mark Fannes, Roy G. Gordon, 1975 .

Infinite Lie algebras and conformal invariance in condensed matter and particle physics : proceedings of the Johns Hopkins Workshop on Current Problems in Particle Theory 10, Bonn, 1986, September 1-3

V. Rittenberg, K. Dietz, 1987 .

Operator content of the three-state Potts quantum chain

V. Rittenberg, G. Gehlen, 1986 .

The operator content of the ferromagnetic and antiferromagnetic spin-1 Zamolodchikov-Fateev quantum chain

V. Rittenberg, D. Baranowski, 1990 .

Directed Abelian algebras and their application to stochastic models.

F. C. Alcaraz, V. Rittenberg, V. Rittenberg, 2008, Physical review. E, Statistical, nonlinear, and soft matter physics.

Valence bond ground states in quantum antiferromagnets and quadratic algebras

F. C. Alcaraz, V. Rittenberg, 2000, cond-mat/0004045.

Critical Q=1 Potts Model and Temperley-Lieb Stochastic Processes

P. Pearce, J. Gier, V. Rittenberg, 2001, cond-mat/0108051.

Scaling and duality in strong interactions

H. Rubinstein, V. Rittenberg, 1971 .

Shared information in stationary states of stochastic processes.

F. C. Alcaraz, V. Rittenberg, G. Sierra, 2009, Physical review. E, Statistical, nonlinear, and soft matter physics.

Exotics and rapid scaling in inclusive reactions

H. Lipkin, V. Rittenberg, M. Kugler, 1972 .

Scaling and duality in electro- and photoproduction☆

H. Rubinstein, V. Rittenberg, 1971 .

Quantum groups, correlation functions and infrared divergences

H. Hinrichsen, V. Rittenberg, 1993, hep-th/9301056.

Tensor operators for quantum groups and applications

M. Scheunert, V. Rittenberg, 1992 .

Operator content of the Ashkin-Teller quantum chain, superconformal and Zamolodchikov-Fateev invariance. II. Boundary conditions compatible with the torus

M. Baake, V. Rittenberg, G. Gehlen, 1987 .

Finite-size scaling and irreducible representations of virasoro algebras

V. Rittenberg, 1986 .

A test of conformal invariance: correlation functions on a disc

H. Ruegg, V. Rittenberg, R. Badke, 1985 .

0 40 80 42 v 1 2 5 A ug 2 00 4 Refined Razumov-Stroganov conjectures for open boundaries

J. Gier, V. Rittenberg, 2008 .

Reaction-Diffusion Processes and Quantum Chains

F. C. Alcaraz, V. Rittenberg, 1993 .

Phenomenological analysis of total cross-section measurements at the Fermi National Accelerator Laboratory

B. Lautrup, R. Hendrick, P. Langacker, 1975 .

TheJ=1,I=1, π-π amplitude in an OPE model

N. Marinescu, L. Bányai, V. Rittenberg, 1968 .

An exorcized, factorizing dual amplitude for six charged pions☆

H. Rubinstein, V. Rittenberg, J. Dorren, 1970 .

The fo → 4π decay in chiral dynamics

L. Bányai, V. Rittenberg, 1970 .

One-Particle-Exchange Model for Bootstrap

N. Marinescu, L. Bányai, V. Rittenberg, 1966 .

CONSTRUCTION OF PHYSICAL DUAL-RESONANCE MODELS.

H. Rubinstein, V. Rittenberg, 1970 .

THE rho $Yields$ 4$pi$ VERTEX IN CHIRAL DYNAMICS.

L. Bányai, V. Rittenberg, 1969 .

Spontaneous Breaking of Translational Invariance and Spatial Condensation in Stationary States on a Ring. I. The Neutral System

P. Arndt, T. Heinzel, V. Rittenberg, 1998, cond-mat/9809123.

Integrable dissipative exclusion process: Correlation functions and physical properties.

E. Ragoucy, N. Crampé, M. Vanicat, 2016, Physical review. E.

Color - De Sitter and Color - Conformal Superalgebras

J. Lukierski, V. Rittenberg, 1978 .

A guide to Lie superalgebras

V. Rittenberg, 1978 .

Study of an integrable dissipative exclusion process

E. Ragoucy, M. Vanicat, V. Rittenberg, 2016 .

VECTOR MESON DOMINANCE AND THE MAGNETIC MOMENT OF THE rho MESON.

L. Bányai, V. Rittenberg, 1969 .

Quark-antiquark annihilation and small-pTinclusive spectra

H. Schneider, V. Rittenberg, S. Nandi, 1978 .