CUMULATIVE INDEX OF VOLUMES 4150 Roman S. Ingarden: Commemorative address . . . . . . . . XXXI Symposium on Mathematical Physics. List of Participants . . . . XXXIII Symposium on Mathematical Physics. List of Participants . . . ABDELWAHID F. and J. B~ULAFF: A study of monopole scattering through power series expansions . . . . . . . . . . AaRAMov V., see KEENER R. AZAWAN.: ‘Bvist of Lie algebras by 6dimensional subalgebra . . . . AJZAWA N.: Extensions of peripheric extended twists and inhomogeneous Lie al- gebras . . . . . . . . . . . . . . . . . . AKASHI S.: Application of the quantum entropy theoretic methods to homeomor- phism problems of operator algebras . . . . . . . . AKASHI S.: Embedding of expansive dynamical systems into symbolic dynamical systems . . . . . . . . . . . . . . . . AKASHI S.: Application of e-entropy theory to Kolmogorov-Arnold representation theorem . . . . . . . . . . . . . . . ALBEVWOS., S.-M. FEI and P. KURUOV: Many body problems with ‘*spin”-related contact interactions . . . . . . . . . . . . . ALBE~E~~O S., V. A. GEXER and 0. G. Kosraov: Quasi-one-dimensional nanosys- terns in a uniform magnetic field: Explicitly solvable model . . . . ALBEVERIO S., H. G~T~SCHALK and JIANGLUN Wu: Scattering behaviour of quantum vector fields obtained from Euclidean covariant SPDEs . . . . ALEJEVER~O S., W. KARWOWSKI and V. KOSHMANWKO: On negative eigenvalues of generalized Laplace operators . . . . . . . . . . . . ALBEVWO S. and V. KOSHMANENKO: On Schrijdinger operators perturbed by fractal potentials . . . . . . . . . . . . . . ALDAYA V. and J. GUERRERO: Lie group representations and quantization . . . ALDAYA V., see NAVARRO M. and M. Cm ANTOINE J.-P. and P. VANDERGHEYN~T: Wavelets on the 2-sphere and related mani- folds . . . . . . . . . . . . . . ANDRFS J., F. BENATT, M. DE COCK, M. FANNIX Multi-time correlations in quan- tized total automorphisms . . . . . . . . . . . . ANTOINE J.-P., A. INOUEand H. 0o1: Standard generalized vectors and *-auto- morphism groups of partial O*-algebras . . . . . . . . . . ASANOV G. S.: Finslerian metric functions over the product W x M and their potential applications . . . . . . . . . . . . . . . . ASANOV G. S.: Finslerian extension of Lorentz transformations . . . . ASANOV G. S.: Finsler space FpD of positive-definite type gives rise to a lenticular extension of Maxwell’s distribution law . . . . . . . . ASANOV G. S.: Conformal property of the Fmsler space FSR and extension of electromagnetic field equations . . . . . . . . . . . ASANOV G. S.: Finslerian future-past asymmetry . . . . ASANOV G. S.: Finsleroids reflect future-past asymmetry . . . . . . . ATHANASLWIS C., G. COSTAKIS fields in media 14391 (1999) 46 49 48 48 49 42 46 48 47 44 44 48 45 47 43 44 45 41 42 43 45 46 (2flotJ) (2001) 4.5 5-6 5-9 127 415-423 11-18 77-86 385-388 11-14 19-26 157-166 13-20 21-28 359-387 257-27 1
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CUMULATIVE INDEX OF VOLUMES 4150
Roman S. Ingarden: Commemorative address . . . . . . . . XXXI Symposium on Mathematical Physics. List of Participants . . . . XXXIII Symposium on Mathematical Physics. List of Participants . . . ABDELWAHID F. and J. B~ULAFF: A study of monopole scattering through power
series expansions . . . . . . . . . . AaRAMov V., see KEENER R. AZAWA N.: ‘Bvist of Lie algebras by 6dimensional subalgebra . . . .
AKASHI S.: Application of the quantum entropy theoretic methods to homeomor- phism problems of operator algebras . . . . . . . .
AKASHI S.: Embedding of expansive dynamical systems into symbolic dynamical systems . . . . . . . . . . . . . . . .
AKASHI S.: Application of e-entropy theory to Kolmogorov-Arnold representation theorem . . . . . . . . . . . . . . .
ALBEVWO S., S.-M. FEI and P. KURUOV: Many body problems with ‘*spin”-related contact interactions . . . . . . . . . . . . .
ALBE~E~~O S., V. A. GEXER and 0. G. Kosraov: Quasi-one-dimensional nanosys- terns in a uniform magnetic field: Explicitly solvable model . . . .
ALBEVERIO S., H. G~T~SCHALK and JIANGLUN Wu: Scattering behaviour of quantum vector fields obtained from Euclidean covariant SPDEs . . . .
ALEJEVER~O S., W. KARWOWSKI and V. KOSHMANWKO: On negative eigenvalues of generalized Laplace operators . . . . . . . . . . . .
ALBEVWO S. and V. KOSHMANENKO: On Schrijdinger operators perturbed by fractal potentials . . . . . . . . . . . . . .
ALDAYA V. and J. G UERRERO: Lie group representations and quantization . . . ALDAYA V., see NAVARRO M. and M. Cm ANTOINE J.-P. and P. VANDERGHEYN~T: Wavelets on the 2-sphere and related mani-
folds . . . . . . . . . . . . . . ANDRFS J., F. BENATT, M. DE COCK, M. FANNIX Multi-time correlations in quan-
tized total automorphisms . . . . . . . . . . . . ANTOINE J.-P., A. INOUE and H. 0o1: Standard generalized vectors and *-auto-
morphism groups of partial O*-algebras . . . . . . . . . . ASANOV G. S.: Finslerian metric functions over the product W x M and their
potential applications . . . . . . . . . . . . . . . . ASANOV G. S.: Finslerian extension of Lorentz transformations . . . . ASANOV G. S.: Finsler space FpD of positive-definite type gives rise to a lenticular
extension of Maxwell’s distribution law . . . . . . . . ASANOV G. S.: Conformal property of the Fmsler space FSR and extension of
BA~GUZ W. and A. K. KWA~NIEWSKI: On hyperbolic quasinumbers and Chebyshev-
like functions . . . BALADI V., M. BENEDICKS and V. MAUME-DESCHAMPS: Decay of random correlation
functions for unimodal maps . . . . . . . BARANNYK L. F. and B. KL~SKOWSKA: On symmetry reduction and invariant solutions
to some nonlinear multidimensional heat equations . . BARCZY M. and M. T&u: Local automorphisms of the sets of states and effects on
a Hilbert space . . . . . . . BARDIN B. S.: Periodic solutions of nearly Lyapunov system in the external resonance
case.....................
BARDIN B. S.: On nonlinear motions of a Hamiltonian system in the case of external
resonance . . . . . . . . . . BASHKOV V. I. and Yu. V. SINTSOVA: Space-time geometry with nonholonomic time
field . . . . . . . BATES L.: Examples of singular nonholonomic reduction . BATES L.: Problems and progress in nonholonomic reduction . . BATES L. and R. CUSHMAN: What is a completely integrable nonholonomic dynamical
system? . . . . . . . . . . BAUMGAERTEL H. and A. L. C-Y: Hilbert C*-systems for actions of the circle group
BELAVKIN V. P.: Measurement, filtering and control in quantum open dynamical sys-
tems , . . . . . . BELAVKIN V. P.: Quantum stochastics, Dirac boundary value problem, and the ultra-
relativistic limit . . . . . . BELTP.AME~TI E., see GUDDER S., S. PULMANNOVA and S. BUGAJSKI
BENA~TI F., see ANDRIE~ J. and M. DE COCK, M. FANNES
BERCEANU S.: Coherent states, line bundles and divisors . . BENEDICKS M., see BALADI V. and V. MAUME-DESCHAMPS
BILER P., A. Kazvw~cto and T. NADZIWA: Self-interaction of Brownian particles cou-
pled with thermodynamic processes . . . . . BINZ E., M. DE LEON, D. MARTIN DE Dmoo and D. Soco~~scu: Nonholonomic con-
straints in classical field theories . . . . BLACKMORE D., see P~ZYKARPATSKY Y. and A. M. SAMOILENKO
BLANKENSTEIN G. and A. J. VAN DER SCHAFI: Symmetry and reduction in implicit
generalized Hamiltonian systems . . . . B~ASZAK M.: Separability of two-Casimir bi- and tri-Hamiltonian chains . BLASZAK M.: On the construction of recursion operator and algebra of symmetries
for field and lattice systems . . . . . . B~ASZAK M., A. SZUM and A. PRYKARPATSKY: Central extension approach to integrable
field and lattice-field systems in (2+1)-dimensions . . BLINDER S. M.: Classical electrodynamics with vacuum polarization: electron self-
energy and radiation reaction . . . BLINDER S. M.: General relativistic models for the electron . . BLYUSS K. B.: Chaotic behaviour of nonlinear waves and solitons of perturbed Korte-
weg-de Vries equation . . . . . BLYUSS K. B.: Chaotic behaviour of solutions to a perturbed Korteweg-de Vries
equation . . . . BRANDT H. E.: Particle geodesics and spectra in the spacetime tangent bundle
BRANKOV J., see PE~HEVA N. and N. VALKOV
BRUZ~N M. S., see GANDARIAS M. L.
BOURGEOIS F. and M. CAHEN: Can one define a preferred symplectic connection? . BOYKO V. and W. FUSHCHYCH: Lowering of order and general solutions of some classes
of PDEs . . . . . . .
43 (1999)
46 (2000)
45 (2000)
48 (2001)
46 (2000)
49 (2002)
48 (2001) 353-358
42 (1998) 23 l-247
49 (2002) 143-149
44 (1999) 29-35
47 (2001) 349-361
43 (1999)
46 (2000)
43 (1999)
42 (1998)
49 (2002)
47 (2001) 57-100
46 (2000) 35-46
48 (2001)
44 (1999)
47 (2001) 269-277
47 (2001) 279-285
46 (2000) 47-54
49 (2002) 29-38
45 (2000) 389-405
43 (1999)
41 (1998)
367-376
15-26
l-22
289-298
27-34
133-142
[405H25
359-382
25-33
359-372
151-166
27-38
37-44
3542
31 I-318
CUMULATIVE INDEX OF VOLUMES 41-50 441
BORD~MANN M., H. R~MER and S. WALDMANN: KMS states and star product quanti- zation . . . , . . . . . . . . . .
BREZHNEV Y. V.: Elliptic solitons with free constants and their isospecval defor- mations . . . . . . . . . . . . . . . . . .
BRUCE A. T., R. G. MCLENAGHAN and R. G. SMIRNOV: Benenti’s theorem and the method of moving frames . . . . . . . . . . .
BUGAJSKI S., S. GU~IDER and S. PULMANNOVA: Convex effect algebras, state ordered effect algebras, and ordered linear spaces . . . . . . .
BUGAJSKI S., see GUDDER S., S. puLMANNov.& and E. BEIL~TII BUGAISKI S., K.-E. HEUWG and W. Srmr~: On fuzzy random variables and sta-
tistical maps . . . . . . . . . . . . . Buruo N. and A. R~uu: On the explicit form of the Grobman-Hartman homeo-
morphisms for dissipative dynamical systems . . . . . BURZLAFF J.: Statics and dynamics of Abrikosov vortices and of related solitons BURZLAPF J., see ABDELWAHIII F. CAHEN M., see BOURGEOIS F. C~~txro M., see NAVARRO M. and V. AL~AYA CANTRUN F. and J. CORT& Cosymplectic reduction of constrained systems with
symmetry . . . . . . . . . . . . . CANTRUN F., M. DE LEON, J. C. MARIIERO and D. MART& DE DIEGO: Reduction of
nonholonomic mechanical systems with symmetries . . . . CAREY A. L., see BA~JM~AERTEL H. CARI&NA J. F., J. G-SKI and G. Mtio: Some physical applications of sys-
tems of differential equations admitting a superposition rule . . .
CARU&NA J. F. and C. L&nz: Group theoretical perturbative treatment of nonlinear hamiltonians on the dual of a Lie algebra . . . . . . . .
CARM~NATI L., B. Iocm~~, D. KASTLER and T. SCHOCKER: Relativity, noncommutative geometry, renormalization and particle physics . . . . . . . .
CASSINFLU G., E. DE Vrro and A. LEVRERO: Galilei invariant wave equations .
CHEEQTAREV A. and V. Ltnnscnna: On relative boundedness in operator spaces . Cunruun~ R. M.: New exact solutions of nonlinear reaction-diffusion equations . Cunarun~ R.: Lie symmetries of nonlinear two-dimensional reaction-diffusion systems C~~RNIHA R. and V. DUTKA: Exact and numerical solutions of the generalized Fisher
equation . . . . . . . . . . . CnauSct#s~~ D.: Hamiltonian structure for classical electrodynamics of a point particle Cnauscnirsro D.: Symplectic reduction of p-form electrodynamics . . . . . CHUMAKOV S., A. B. KLIMOV and C. SAAVEDRA: Coherent structures in quantum optical
models with dissipation . . . . . . . . . . . . CLF,MENTE-GWARDO J., B. MASCHKE and A. J. VAN DER SCHAFT: Kinematical constraints
and algebroids . . . . . . . . . . CONTE R. and M. MUSETIE: Analytic expressions of hydrothermal waves . . . CORACH G. and A. L. M -mm: Differential geometry on Thompson’s components
of positive operators . . . . . . . . . . . . . . . CORACH G. and A. L. MAEs&P IERI: Geometry of positive operators and Uhlmann’s
approach to the geometric phase . . . . . . . . CORT&i J., see CANTRIIN F. DA Cosr~ G. A. T. F.: Some properties of algebra Bfi,(Z, m) . COSTAKIS G., see ATHANASUU)IS C. and I. G. STRATIS CUS~MAN R.: Routh’s sphere . . . . . . . . . CUSHMAN R., see BATES L. CUS~MAN R., D. KEMFTAINEN and J. SNIATYCKI: A classical particle with spin realized
by reduction of a nonlinear nonholonomic constraint . , . . , .
CUSHMAN R. and J. SNIATYCKI: A nonbolonomic oscillator CZUCHRY E., see JEZIERSIU J. and J. KUOWSKI Czvi J.: Is the “drunken sinusoid” a soliton solution? . . DAMIANOU P. A. and R. L~IA FERNANDES: From the Toda lattice to the Volterra lattice
and back . . DAOUD M., see MANSOUR M. and Y. HASSOUNI DE B&VRE S. and J. RENAUD: Massless qft on (l+l)-de Sitter space-time DE COCK M., see ANDRIES J., F. BENATTI and M. FANNES DE LEON M. and D. MARTS DE DIEGO: Variational integrators and time-dependent
Lagrangian systems . . . DELGADO J., see KOILLER J. DEREZI~~SKI J. and R. FR~~BOES: Renormalization of the Friedrichs Hamiltonian DE VITO E., see CASSINELLI G. and A. LEVRERO DEY R.: Symplectic and hyperk&ler structures in a dimensional reduction of the
Seiberg-Witten equations with a Higgs field . . DIMAKIS A. and F. M&LER-HOISSEN: Bi-differential calculus and the KdV equation . DOBREV V. K., H.-D. DOEBNER and R. T~AFXXK: Quantum mechanics with difference
operators . . DOEBNER H.-D., see DOBREV V. K. and R. TWAR~CK DOLIWA A.: The Darboux-type transformations of integrable lattices . DORNINGER D., H. LANGER and M. MACZYNSKI: On ring-like structures induced by
Mackey’s probability function . DORNINGER D., H. LUGER and M. MAFZYP~SKI: Concepts of measures on ring-like
quantum logics . . . . . DUCLOS P., P. EXNER and B. MELLER: Open quantum dots: resonances from perturbed
symmetry and bound states in strong magnetic fields DURIIEVIC M.: Differential structures on quantum principal bundles DURDEVICH M.: General frame structures on quantum principal bundles DUTKA V., see CHERNIHA R. DUVIRYAK A. and V. SHPYTKO: Relativistic two-particle mass spectra from time-
asymmetric Fokker action . . . DVURE&NSKII A., P. LAHTI and K. YLINEN: Positive operator measures determined by
their moment sequences . . . . . DVUREI?ENSKIJ A., P. LAH~ and K. YLINEN: The uniqueness question in the multidimen-
sional moment problem with applications to phase space observables ECHEVERR~A-ENRIQUEZ A., M. C. M~oz-LECANIIA and N. ROM.&ROY: On the multimo-
mentum bundles and the Legendre maps in field theories EHLERS K. M., see KOILLER I. and P. P. M. RIOS EL BAZ M., Y. HASSOUNI and F. MADOURI: New construction of coherent states for
generalized harmonic oscillators EXNER P., see DUCLOS P. and B. MELLER FALQUI G. and M. PEDRONI: On a Poisson reduction for Gel’fand-Zakharevich manifolds FANNES M., see ANDRIES J., F. BENATTI and M. DE COCK FEI S.-M., see ALBEVER~O S. and P. KURASOV FERAPONTOV E. V. and A. P. FORDY: Commuting quadratic Hamiltonians with velocity
dependent potentials . . FESSER D., D. SALLER and W. M. SEILER: A differential equations approach to Hamiltonian
systems . . FIORE G.: Embedding q-deformed Heisenberg algebras into undeformed ones FISCHER J.: Summation of power series in particle physics FOOTE R. L.: Geometry of the Prytz planimeter . . . . FORD C.: Quantum parafermions in the SL(2, R)/U( 1) WZNW black hole model .
Foam A. P., see FERAPONTOV E. V. FORGER M. and H. R~MER: A Poisson bracket on multisymplectic phase space FRURE E., see GALAN J. FR~_EIOES R., see DE&SKI J.
Funr K.: Mathematical foundations of holonomic quantum computer . . . FUKUYAMA T., see TODA K. and Yu SONG-JU FURLAN P. and L. K. HADJIIVANOV: From chiral to two-dimensional Wess-Zumino-
Novikov-Witten model via quantum gauge group . . . . FURUICHI S. and M. OHYA: Quantum mutual entropy for Jaynes-Cummings model . FUSHCHYCH W., see BO~KO V. GALAN J. and E. FRE~RE: Chaos in a mean field model of coupled quantum wells;
bifurcations of periodic orbits in a symmetric hamiltonian system . . . . GANDAR~AS M. L. and M. S. BRUZ~N: Symmetry analysis and solutions for a family of
Cahn-Hill&d equations . . . . . . . . . . . . GARECKI J.: Canonical superenergetic quantities for Friedman universes . . . . GARECKI J.: Superenergy and angular supermomentum tensors in General Relativity GEYLER V. A., see ALBE~ER~O S. and 0. G. Kosraov GEYLER V. A. and A. V. Porov: Localization in a periodic system of the Aharonov-Bohm
rings . . . . . . . . . . . . GHIKAS D. P. K.: Information geometry and the quantum estimation problem . . GIELERAK R. and P. LUG~EW~CZ: From stochastic differential equation to quantum field
theory . . . . . . . . . . GIORDANO M., G. MARMo and A. SIMONI: Classical dynamics, alternative carrier spaces
and group-valued constants of motion . . . . . . GODLEWSKI P.: Bitetrad as geometrodynamical variable for GL(2, @)-invariant models
of mutually interacting gravitational and bispinor fields . . . Gotuaows~~ B.: Motion of test rigid bodies in Riemannian spaces . . . GO~UBOWSKA B.: Models of internal degrees of freedom based on classical groups and
their homogeneous spaces . . . . . . . G~NCHARENKO E. A., see KNYAZEV M. A. G~RNI G. and G. ZAMPIW: Time reversibility and energy conservation for Lagrangian
systems with nonlinear nonholonomic constraints . . . . . G~TTSCHALK H.: On the stability of one-particle states generated by quantum fields
fulfilling Yang-Feldman equations . . . . . . G~TTSCHALK H., see ALBEVERIO S. and JIANG-LLJN WV G~UGH J.: Asymptotic stochastic transformations for nonlinear quantum dynamical
systems . . . . . . . . GO~DZIEWSKI K., see MAC~UEWSKI A. J. GOZDZIEWSKI K., A. J. MACIEJEWSK~ and Z. NIEDZLELSKA: Searching for integrable systems.
An application of Kozlov theorem . . . . . . GRABOWSKI J., see CARIP~ENA J. F. and G. MARMO Gtic~~ X.: Fibre derivatives: some applications to singular lagrangians . . . G~ANOVSKII Y. I.: The microscopic theory of phase transitions . . . . . GRASSELLI M. R. and R. F. STFZATER: The quantum information manifold for s-bounded
forms . . . . . . . . GRASSELLI M. R. and R. F. STREATER: Hydrodynamics in an external field . . GREECHIE R., see GUDDER S.
GROTHAUS M. and L. S~REIT: Quadratic actions, semi-classical approximation, and delta sequences in gaussian analysis . . . . . . . , . .
GRUDZ~~~SKI H. and J. HIRSCH: The convex structure of the cone of N-fermion positive- semidefinite l-particle operators . . . . . . .
GUHA P.: Geometry of the Kaup-Newell equation . . GUDDER S.: Morphisms, tensor products and a-effect algebras . . . GUDDER S. and R. GRE~HIE: Sequential products on effect algebras . GUDDER S., S. PULMANNOV.& S. BUGAISKI, E. BELTRAMETTI: Convex and linear effect
algebras . . . GUDDER S., see BUGAISKI S. and S. PULMANNOVA Guo Y. X., S. K. Luo, M. SHANG and F. X. MEI: Birkhoffian formulations of nonholonomic
constrained systems . . . . . . . GUERRERO J., see ALDAYA V. HADIINANOV L. K., see FURLAN P. HALVERSCHELD S.: Complexifications of geodesic flows and adapted complex structures HASSOUNI Y., see EL BAZ M. and F. MADOURI HASSOUNI Y., see MANSOUR M. and M. DAOUD HELLMG K.-E., see BUGAJSKI S. and W. STULPE HILLION P.: Scattering by a rotating circular conducting cylinder I . . . HILLION P.: Scattering by a rotating circular conducting cylinder II . . . HILLION P.: On the wave scattering theory . . . HIROTA O., see HOLEVO A. S. and M. SOHMA HIRSCH J., see GRU~ZI&SKI H. HOLEVO A. S., M. SOHMA and 0. HIROTA: Error exponents for quantum channels with
constrained inputs . . . . . Hu X.-B. and H.-W. TAM: Some new results on the Blaszak-Marciniak 3-field and
4-field lattices . . . . . . . . . . IB&EZ R., M. DE LENIN, J. C. MARRERO and D. MARTIN DE DIEGO: Reduction of generalized
Poisson and Nambu-Poisson manifolds . . IKEDA S., see STAVIUNOS P. C. INOUE A., see ANTOINE J.-P. and H. OGI &HUM B., see CARMINATI L., D. KAS~ER and T. SCH~~CKER IRAC-ASTAUD M. and G. RIDEAU: From Bargmann representations to deformed harmonic
oscillator algebras . ISCHI B.: Property lattices for independent quantum systems . . JAMIO~KOWSKI A.: On complete and incomplete sets of observables, the principle of
maximum entropy-revisited . . . JELLAL A.: Quantum superalgebra &(2/l) on the Poincare half-plane . . JENEOVA A.: Geometry of quantum states: dual connections and divergence functions JE~IERSKI J., J. KIJOWSKI and E. CZUCHRY: Geometry of null-like surfaces in general
relativity and its application to dynamics of gravitating matter . . JIANG-LUN Wu, see ALBEVERIO S. and H. G~SCHALK JUREK Z. J.: 1 D Ising models, compound geometric distributions and selfdecomposability JURKOWSKI J.: The inverse problem for a linear vector field in thermodynamics . KAKUHATA H., see KONNO K. KALININ D. A.: On quantization of polynomial momentum observables . . KANATCHIKOV I. V.: Canonical structure of classical field theory in the polymomentum
phase space . . . . . KANATCHIKOV I. V.: De Donder-Weyl theory and a hypercomplex extension of quantum
mechanics to field theory . . . . KANATCHIKOV I. V.: On the Duffin-Kemmer-Petiau formulation of the covariant hamil-
tonian dynamics in field theory . . . . KANIADAKIS G., E. MIRALDI and A. M. SCARFONE: Cole-Hopf like transformation for
a class of coupled nonlinear Schrtinger equations . KANIADAKIS G. and A. M. SCARFONE: Nonlinear gauge transformation for a class of
KAN~ADAKIS G. and A. M. SCARFONE: Nonlinear transformation for a class of gauged Schriidinger equations with complex nonlinearities . . . .
KANIADAKIS G., A. M. SCARFONE and P QLJARATI: A Maxwell-Chem-Simons model of a collectively interacting particle system . . . . . . .
KANLADAKIS G., A. M. SCARFONE and P QUARATI: Symmetries and conservation laws of a new nonlinear S&&linger model . . . . . . . .
KANNA T., see LAKSHMANAN M. and R. RADHAKRISHNAN
KARWOWSKI W., see ALBEVWO S. and V. KOSHMANENKO KASTLER D., see CARMINATI L., B. IOCHUM, T. SC~UCKER KEMPF A.: On the three short-distance structures which can be described by linear
operators . . . . . . . . . . . . KEMPPAINEN D., see CUSHMAN R. and J. SNIATYCKI KERNER R. and V. ABRAMOV: On certain realizations of the q-deformed exterior differential
calculus . . . . . . . . . . . . . . . . KLIOWSKI J., see Jnzmasro J. and E. CZUCHRY KIIOWSKI J. and M. KOSCIELECKI: Algebraic description of the Maxwell field singularity
in a neighbourhood of a multipole particle . . . . . . . . . . KIJOWSKI J. and G. RUDOLPH: On the notion of global charge in QCD . . . KINANI E. H.: Realization of woo-algebras and U, (s1(2)) in terms of generalized Clifford
algebras . . . . . . . . . .I . . . . . KISHIMOTO A.: Locally representable one-parameter automorphism groups of AF algebras
and KMS states . . . . . . . , . . . . KHORUNZHY A. and G. J. RODGERS: On the Wigner law in dilute random matrices . KIIULYUK I. L., L. E. KON’KOV and S. V. PRANTS: Dynamical complexity in a quantum-
optical model with a simple Lie-algebraic structure . . . . . . . KLIMOV A. B., see C~UMAKOV S. and C. SAAVEDRA KLOSKOWSKA B., see BARANNYK L. F. KNY~V M. A. and E. A. G~NCHARENKO: ‘Iwo-kink states for a system of two scalar
fields . . . . . . . . . . . . . . KOJLLER J. and J. DELGADO: On efficiency calculations for nonholonomic locomotion
problems: an application to microswimming . . . . . . . . . . KOILLER J., P P. M. Rtos and K. M. EHLERS: Moving frames for cotangent bundles . KOM)RATIEV G., see ALBEV~RIO S. and R. A. MINLOS, G. V. SHCHEPAN’UK KON’KOV L. E., see KIRUUK I. L. and S. V. PRANTS KONNO K. and H. KAKUHATA: A fused hierarchy . . . . . . KORESHOVA T. and A. A. ZAITSEV: Integrable natural systems in pseudoeuclidean plane KOSHMANENKO V., see ALBEVER~O S. KOSHMANENKO V., see ALBEVERIO S. and W. KARwowsio KOSSAKOWSKI A.: Remarks on positive maps of finite dimensional simple Jordan algebras KOSTROV 0. G., see ALBE~~RIO S. and V. A. GE~LER KOSCIELECKI M., see Knowsto J. KOVALCHUK V., see S~AWIANOWSKI J. J. KRIVSKY I. Yu., see SIMLJL~K V. M. KRUPKA D.: Variational principles for energy-momentum tensors . . . . .
KRWKOV~ 0.: Recent results in the geometry of constrained systems . . . . . KRZYWICKI A., see BILER P and T. NAOVUA Ktnmu A.: Algebraic construction of quantum integrable models including inhomoge-
neous models . . . . . . . . . . . . . . KURASOV P, see ALBEVERIO S. and S.-M. FEI KWASNIEWSKI A. K.: Remarks on recurrences on streems . . . . . . . . KWASNIEWSKI A. K.: Towards e-extension of Rota’s finite operator calculus . , . KWASNJEWSKI A. K., see BAJGUZ W.
48 (2001)
44 (1999)
44 (1999)
43 (1999)
43 (1999)
47 (2001) 49 (2002)
47 (2001)
45 (2000) 42 (1998)
43 (1999)
46 (2flCJo)
42 (1998) 49 (2002)
49 (2002) 48 (2001)
46 (2000)
49 (2002) 49 (2002)
46 (2000)
47 (2001) 48 (2001)
445
115-121
121-126
127-l:
171-1
32
77
179-194
301-311 21 l-223
49-56
333-356 297-319
195-205
119-124
165-183 225-238
239-248 123-130
393-397
259-268 269-278
125-136
363-369 305-342
4-46 CUMULATIVE INDEX OF VOLUMES 41-50
L.4nNo V.: On new relativistically invariant nonlinear equations in two-dimensional space-time . . . . . .
LAHNO V. I.: Realizations of the Poincare algebra and Poincare-invariant equations in three-dimensional space-time . . .
LAHTI P., see DVURF?ENSIW A. and K. YLINEN LAHTI P., M. Mqcztisxt and K. YLINEN: The moment operators of phase space observables
and their number margins . . . LAHTI P. and S. PULMANNOVA: Coexistence vs. functional coexistence of quantum
observables . . . . . . LAKSHMANAN M., T. KANNA and R. RADHAKRISHNAN: Shape-changing collisions of coupled
bright solitons in birefringent optical fibers . L~WGER H., see DORN~NGER D. and M. M~CZYNSKI LANZ L., 0. MELSHEIMER and B. VACCHINI: Description of isolated macroscopic systems
inside quantum mechanics . . . . LANZ L., 0. MELSHEIMER and B. VACCHINI: Physics of a microsystem starting from
nonequilibrium quantum statistical mechanics LAWSON J. K.: A frame bundle generalization of multisymplectic geometries . L~ANDRE R.: A sheaf-theoretical approach to stochastic cohomology . LEBLE S. B., see ZA~~EV A. A. DE LEON M., see CANTRIJN, F. J. C. MARRERO and D. MAROON DE Dmoo DE Lti~ M., see C. R. I~&mz, J. MARRERO and D. MAROON DE Dinoo DE LEON M., see BINZ E., D. MARTIN DE Dtnoo and D. Soco~~scu LESFARI A.: The generalized H&non-Heiles system, Abelian surfaces and algebraic
complete integrability . . . . . LEVRERO A., see CASSINP.LLI G. and E. DE Vrro LEWIS A. D.: Affine connections and distributions with applications to nonholonomic
mechanics . . . . . . . . . . LEZNOV A. N. and E. A. YUZBASHYAN: Integrable mappings for noncommutative objects LIEBSCHER V., see CHEB~T~V A. LIMA M. V., see DE OLIVEIRA C. R. LOJA FERNANDES R., see DAMIANOU P. A. Lopez C., see C-A J. F. Luxm~sto J., P. C. STICHEL and W. J. ZAKRZEWSIU: (2 + 1)-dimensional models with a
Chem-Simons-like term and noncommutative geometry . Luo S. K., see Guo Y. X., M. SHANG and F. X. MEI LUTFUJ_LIN M.: On covariant realizations of the Poincare group P (1,3) . L~PUS~A&SKI J.: Some remarks concerning the Feynman “Integral over all paths” method LUGIEWICZ P., see G~~LERAK R. MAC~~JEWSIU A. J. and K. GO~~~IEWSKI: Numerical evidence of nonintegrability of
certain Lie-Poisson system . . . MACIEJEWSKI A. J., see GO~~VEWSKI K. and Z. NIEDZIEUKA
MAC~EIEWSKI A. J. and S. I. Popov: Invariants of homogeneous ordinary differential equations . . . . .
MACIEIEWS~I A. J. and M. PRZYBYLSKA: Studies of the Hoyer system . . . MAXIKE J.: On Poisson structure and curvature . . M~oouro F., see EL BAZ M. and Y. HAssot~~r MAEsrruprw A. L., see CORACH G. MAGLI G.: Physically valid black hole interior models . MAJERN~KOV~ E., see MAIERN~K V. MAJeRNfx V.: Marginal probability distribution determined by the maximum entropy
method . .
41 (1998)
46 (2000)
41 (1998) 319-331
47 (2001) 199-212
46 (2000) 143-156
46 (2000) 191-202
49 (2002) 279-293 45 (2ooo) 183-205
46 (2OtJ@ 157-164
47 (2001)
42 (1998) 135-164 43 (1999) 207-2 14
43 (1999) 215-229
50 (2002) 195-209 46 (2000) 337-342
44 (1999)
41 (1998) 48 (2001) 43 (1999)
44 (1999)
45 (2ooo)
27 l-277
137-142
9-20
133-142
287-3 10 131-138 23 l-238
407-412
171-181
CUMULATIVE INDEX OF VOLUMES 41-50 447
MAlERNfK V. and E. -VA.: The determination of bounds of the &entropic sum of two noncommuting observables . . . . . . . . . . . . .
MAKARENKO A. S.: New differential equation model for hydrodynamics with memory effects . . . . . . . . . . . . . . . .
MANI~CALCO S., A. MESSINA and A. NAPOLI: Symmetry-based canonical dressing of a bidimensionally trapped and laser-driven ion . . . . . . . . . .
MANN H.-J.: Stochastic mechanics and nonlinear S&r&linger equation . . . . M~~soua M., M. DAOUD and Y. HASSOUNI: k-Fractional spin through Q-deformed
(super)-algebras . . . . . . . . . . . . . . . . . . MARCINEK W.: On commutation relations for quons . . . . . MARCINEK W.: Particles and quantum symmetries . . . . . . . . M~CINLU K. and S. RAUCH-Wo~crscnowsto: On integrable perturbations of harmonic
oscillator . . . . . . . . . . . . . . . MAI& Z., see PRVANOVIC? S. Mmo G., see C-A J. F. and J. GRABOWSKI MARMO G., A. SIMONI and F. VENTRIGLIA: BiHamiltonian quantum systems and Weyl
47 (2001)
46 (2000)
48 (2001) 44 (1999)
44 (1999) 41 (1998) 43 (1999)
48 (2001)
381-392
183-190
167-174 143-148
43548 155-172 239-245
139147
quantization . . . . . . . . . . . . . . MARLE C.-M.: Various approaches to conservative and nonconservative nonholonomic
48 (2001) 149157
systems . . . . . . . . . . . . . . . . MARMO G., see GIORDANO M. and A. S~MONI MARRERO J. C., see CANTRUN, F. M. DE LEON and D. MAROON DE Dmoo MARRERO J. C., see Iam, R. M. DE Lti~ and D. MART@ DE Drsoo MAR~DEN J. E. , see WANG SANG Kook
42 (1998) 21 l-229
MARTENS A.: Dynamics of holonomically constrained atfinely-rigid body MAROON DE Dtsoo D., see BINZ E., M. DE LFX~N and D. Soco~cu MAROON DE Dnroo D., see CANTRUN, F. M. DE LE6N and J. C. M-0 MAROON DE DIEG~ D., see DE L&N M.
. . . 49 (2002) 295-303
MARL DE DIEGO D., see IBM, R. M. DE MN and J. C. MARRERO MASCHKE B., see C~-GALLARW J. and A. J. VAN DER SCHAP~ MAME-DESCHAMPS V., see BALAD~ V. and M. Btummctcs MAZ~RCHUK V. and L. TUROWSKA: Involutions on generalized Weyl algebras preserving
the principal grading . . . . . . . . . . . . . . . M~CZYNSKI M., see Doaut~~sa D. and H. LEDGER MAcz~&to M., see Lm P. and K. YLINW MCLENAGHAN R. G., see BRUCE A. T. and R. G. Shoa~ov MEDAK B.: On the compatibility of Z- and Z2gradations at “strange” Lie superalgebras
P(N) pointed out by the Jacobi identity . . . . . . . . . . MEI F. X., see Guo Y. X., S. K. Luo and M. SHANG MEW B., see Ductos P. and P EXNER MELSHEIMER O., see LANZ L. and B. VACCHINI MESSINA A., see MANISCALCO S. and A. N~po~r MI!%NA A., see MUTEJ.UJ B. and A. NAPOLI ME~SINA A., see NAP~LI A. and V. TRE~YNYK ME~SINA A., see NAP~LI A. Mssrn,~ T. and V. T&u: On the geometry of Randers manifolds . . . MICHOEL T., B. MOMONT and A. VERBEURE: CCR-algebra structure of normal k-mode
fluctuations . . . . . . . . . . . . . . . . . . MEK B.: Path integral and transfer matrix approach for a ID nonequilibrium system
with disorder . . . . . . . . . . . . . . MUTELLO B., A. M~SSINA and A. NAPOLI: Realization of a space reversal operator . Mtutos R. A., see ALFIEVERM) S., G. KONDRUIEV and G. V. SHCHEPAN’UK MIRALDI E., see KANIADAKIs G. and A. M. SCARFONE
48 (2001) 343-35 1
49 (2002) 305-314
50 (2002) 167-193
41 (1998) 361-395
47 (2001) 50 (2002)
139-155 133-141
448 CUMULATIVE INDEX OF VOLUMES 41-50
MISKIE~ICZ J. and R. OLKIEWICZ: The quantum stochastic processes as the reduced dynamics of EEQT . . . . . . .
MISKINIS P.: New exact solutions of one-dimensional inhomogeneous Burgers equation MOKHOV 0.: Compatible Poisson structures of hydrodynamic type and the equations of
associativity in two-dimensional topological field theory . . . MOLN& L.: Fidelity preserving maps on density operators . . . MOMONT B., see MICHOEL T. and A. VERBEURE MOROSI C., see TONDO G. MORALES-RUIZ J. J.: Meromorphic nonintegrability of Hamiltonian systems . MRUGALA R.: On a special family of thermodynamic processes and their invariants M~JLLER-HOISSEN F., see DIMAKIS A. MuI;Ioz-LECANDA M. C., see F,CHEVERIUA-ENRIQUFZ A. and N. ROMAN-ROY M~ANU G. and G. PITIS: On the nonlinear connection of a spray . . Musm M., see CONTE R. MYKYTIUK I.: Geometric quantization: Hilbert space structure on the space of generalized
sections . . . . . . . . NADZIFJA T., see BILER P. and A. Kazywlc~~ NAKAMULA A.: Selfdual solution of classical Yang-Mills fields through a q-analog of
ADHM construction . . . . NAP~LI A., see MANISCALCO S. and A. ME~SINA NAP~LI A. and A. MESSINA: An application of the arithmetic Euler function to the
construction of nonclassical states of a quantum harmonic oscillator . NAPALM A., A. MESSINA and V. TRETYNYK: Construction of a fundamental set of solutions
of an arbitrary homogeneous linear difference equation . . NAP~LI A., see MILITELLO B. and A. MESSINA NAP~RA J.: On integrable by quadratures generalized Riccati-Abel equations: Differential-
geometric and Lie-algebraic analysis . . . . .
NAEYXA J.: The Moser type reduction of integrable Riccati differential equations and its Lie-algebraic structure . . . . .
NARNHOFER H.: Time reversibility for modular K-systems . . . NARNHOFER H.: Entanglement, split and nuclearity in quantum field theory NARNHOFER H. and W. THIRRING: Realizations of two-sided quantum K-systems . NAVARRO M., M. CALIXTO and V. ALDAYA: Relativistic field equations from higher-order
polarizations of the Poincar6 group . . . . . NERETIN Y. A.: A remark on the boson-fermion correspondence . . . NIED~IE~~KA Z., see GO~ZIEWSKI K. and A. J. MACIP.JE~SKI NOUROU ISSA A.: Gyrogroups and homogeneous loops . . . NOVOTN? J., see STOLEN 0. NUNES DA Cosr~ J. M.: A characterization of strict Jacobi-Nijenhuis manifolds through
the theory of Lie algebroids . . . . . . ODZIJEWICZ A. and A. M. GRUNDLAND: The superposition principle for the Lie type
first-order PDEs . . . OCI H., see ANTOINE J.-P. and A. INOUE OH P.: Bogomol’nyi solitons and Hermitian symmetric spaces OHYA M., see FLJRUICHI S.
OHYA M. and K. SATO: Use of information theory to study genome sequences DE OLIVEIRA C. R. and M. V. LIMA: A nonprimitive substitution Schrtinger operator
with generic singular continuous spectrum . . . DE OLWEIRA C. R. and M. C. DE TOLEDO: Equivalence of some quantum stability concepts OLKIEWKXZ R., see MISKIEWICZ J. OR~OWSKI A.: Wehrl’s entropy and classification of states . .
47 (2001) 177-181 48 (2001) 175-181
43 (1999) 247-256 48 (2001) 299-303
48 (2001) 183-194 46 (2000) 461-468
50 (2002)
43 (1999) 257-266
48 (2001) 195-202
48 (2001)
49 (2002)
44 (1999)
46 (2000) 45 (2000) 50 (2002) 45 (2ooo)
41 (1998) 43 (1999)
44 (1999)
50 (2002)
45 (2ooo)
43 (1999)
46 (2000)
45 (2ooo) 41 (1998)
43 (1999)
41-47
159-166
315-323
149-158
211-216 107-120 111-123 239-256
193-202 267-269
345-358
339-347
293-306
27 1-28 1
419-428
431-436 145-153
283-289
CUMULATIVE INDEX OF VOLUMES 41-50 449
Osraowsto J.: Reduced equations for nonholonomic mechanical systems with dissipative forces . . . . . . . . . . . . . . . . . .
PALEV T. D. and N. I. STOILOVA: Wigner quantum systems: Lie superalgebraic approach PANMWK A.: On integrability of generalized Veronese curves of distributions . PARKER A.: On ‘regular’ and anomalous’ solitons of fifth-order equations and an
iteration method . . . . . . . . . . . . . . PARTHASARATHY R. and 0. Suzmo: Abelianixation of Wilson Loop of non-abelian gauge
theory on complex manifold and Polyakov’s conjecture . . . . . PAUFZER C.: A vertical exterior derivative in muhisymplectic geometry and a graded
Poisson bracket for nontrivial geometries . . . . . . . PAW C.: On the geometry of field-theoretic Gerstenbaber structures . . . . PAUFLER C. and H. R&ma: De Donder-Weyl equations and multisymplectic geometry PEORONI M., see FALQUI G.
PESHEVA N., J. BRANK~V and N. VALKDV: Self-organized criticality in 1D stochastic trafficflowmodelwithaspeedlimit . . . . . . . . .
PIUUM M.: Deformation quantization on cotangent bundles . . . . . P~~~HCICKI W.: Topology of solutions to the Liouville equation . . . . . Ptnraz~~ M. E.: Are them. soliton-like solutions of coupled (l+l)- and (2+1)-dim NSE? Prrts G., see MUNTEANU G. PLE~YUKHOV M. and E. TOLKA~HEV: Hurwitz transformation and oscillator representation
of a 5D “isospin” particle . . . . . . . . POMPE~ A., see SUIV~ATYAN M. A. POP C., see Pu’r~ M. Popov A. V., see Ganaa V. A. Porov I. Yu.: Asymptotics of bound state for laterally coupled waveguides . . Popov I. Yu.: Zero-range potential model for a waveguide in photonic crystal . Popov I. Yu.: Asymptotics of bound states and bands for laterally coupled three-dimen-
sional waveguides . . . . . . . . . . . . Porov S. I., see M~cmr~ws~l A. J. PRANTs S. V., see KIRILYUK I. L. and L. E. KON’KOV PRVANU& S. and Z. -6: On the number of evolutions under the validity of decoherence
conditions . . . . . . . . . . . . . PRYKARPATSKY A., see B~ASZAK M. and A. SZUM ~RYKARPATSKY A. K.: On algebraic-analytic aspects of the abehan Liouville-Arnold
integrabiity by quadratures of Hamiltonian systems on cotangent spaces . PRYKARPATSKY Y.: Finite dimensional local and nonlocal reductions of a one hydrody-
namic type systems . . . . . . . . . . . . . . . PRYKARPATSKY Y., A. M. SAMOILENKO and D. BLACKMORE: Imbeddings of integral
submanifolds and associated adiabatic invariants of slowly perturbed integrable Hamiltonian systems . . . . . . . . . . . . .
F’RZYEWLSKA M.: Additive generalizations of the Lax equation . .
F’RZYBYLSKA M., see MACEEWS IU A. J. PULMANNOV~~ S., see BUGAISKI S. and S. GUDDER PULMANNoVA S., see GUDDER S. and S. BUGAJSKI, E. BELTRAMET~ Ptn.h+.4NNovA S., see LAHn P. Pusz W.: Quantum GL(2, C) group as double group over ‘uz + b’ quantum group . F%JSZ W. and S. L. WORONOWICZ: A quantum GL(2, C) group at roots of unity . . PUTA M. and C. POP: Control and stability in the kinematic model of an automobile
withn-3trailers . . . . . . . . . . . . . . QUARA~ P., see KANiAoAKls G. and A. M. SCARPONE RADKO 0.: A bicovariant differential algebra of a quantum group . . . . .
RARADA M. F. and M. SANTANDER: On some properties of harmonic oscillator on spaces of constant curvature . .
RAFOPORT D. L.: Random diffeomorphisms and integration of the classical Navier-Stokes equations . . . . . . . . .
RAFOPORT D. L.: On the geometry of the random representations for viscous fluids and a remarkable pure noise representation . . .
FWJH A., see BUIUC N. RAUCH-WOJCIECHOWSKI S., see MARCINIAK K. RENAUD .I., see DE B&van S. Rma~u G., see JI~AC-ASTAUD M. RIOS P. P. M., see KO~LLER J. and K. M. EHLERS RODGERS G. .I., see KIIORUNZHY A. ROMAN 0.. see ZHDANOV R. RoM,&N-ROY N., see ECHEVERRLA-ENRIQUEZ A. and M. C. M~oz-LECANDA R~MER H., see BO~DEMANN M. and S. WALDMANN R~MER H., see FORGER M. Rii~aa H., see PAUFLER C. ROWICKA-KUDLICKA M.: An example of a braided category of C*-algebras RUINA A.: Nonholonomic stability aspects of piecewisc holonomic systems . RUWLPH G., see KIJOWSKI J. RUDOLPH G. and M. SCHMIDT: On the orbit types of the action of the gauge group on
connections modulo pointed gauge transformations . SAAVEDRA C., see CHUMAKOV S. and A. B. KLIMOV S-AU V. S. and H. S~ADA: Classes of Finsler spaces with ((Y, #I)-metrics . SALLER D., see FESSER D. and W. M. SEILER SAMOIUNKO A. M., see PRYKARPATSKY Y. and D. BLACKMORE SANTANDER M., see MADA M. F. SATO K., see OHYA M. SCARFON@ A. M., see KANIADAKIS G. SCARF~NE A. M., see KANIADAK~S G. and E. M~ULDI
SCARFONE A. M., see KAN~AOAICIS G. and P. QUARATI
VAN DER SCHAFT A. J.: Implicit Hamiltonian systems with symmetry . VAN DER SCHAFT A. J., see BLANKENSTEIN G. VAN DER SCHAFT A. J., see CLEMENTE-GALLARDO J. and B. MASCHKE SCHMIDT M., see RUII~LPH G. SCHLICHENMAIER M.: Sugawara construction for higher genus Riemann surfaces SCHREILIER T.: Large deviation principle for spatial density of local observables from
Gibbs distributions . . . SCHUCKER T., see CARMINA~ L., B. I~CHUM, D. KA~TLER SEILER W. M., see Fnssna D. and D. SALLER SERGHEYEV A.: Generalized symmetries of partial differential equations and quasi-exact
solvability . . . SERGYEYEV A.: On symmetries of KdV-like evolution equations . SERGYEYEV A.: On sufficient conditions of locality for hierarchies of symmetries of
evolution systems . SHANG M., see Guo Y. X., S. K. Luo and F. X. MEI SHCHEPAN’UK G. V., see ALBEVE~UO S., G. KONDRATIEV and R. A. MINLOS
SHCHEPETILOV A. V.: Classical and quantum mechanical two body problem with central
interaction on simply connected spaces of constant sectional curvature
S~cna~n-rttov A. V.: Invariant treatment of the two-body problem with central interaction
on simply connected spaces of constant sectional curvature . SHIMADA H., see SABAU V. S.
49 (2002)
49 (2002)
50 (2002)
41 (1998) 42 (1998)
50 (2002)
47 (2001)
41 (1998) 203-22 1
43 (1999)
50 (2002)
41 (1998) 279-286 44 (1999) 183-190
50 (2002) 307-314
44 (1999)
46 (2000)
335-343
1-27
2 1 l-250
173-191 91-100
99-l 10
3148
323-339
379-393
191-198
245-252
CUMULATIVE INDEX OF VOLUMES 41-50
SHPYTKO V., see DWIRYAK A. SIOORETS V. N., see VLADIMIROV V. A. and S. I. SKURAT~VSKY S~ENIUTYCZ S.: Relativistic thermo-hydrodynamics and conservation laws in continua
with thermal inertia . . . . . . . . . . . . . . SIMULIK V. M. and I. Yu. KFUVSKY: Relationship between the Maxwell and Dirac
equations: symmetries, quantization, models of atom . . . . SLMONI A., see GIOFUWNO M. and G. MARMO SIMONI A., see Mmo G. and F. VENTRIGLIA SINTSOVA Yu. V., see I. V. BASHKOV SITARZ A.: On deformed Moebius band . . . . . . . . SKURATNSKYY S. I., see VLADIMIROV V. A. SKLJRATIVSKY S. I., see VLAOIMIROV V. A. and V. N. SIDORETS
SKRYPNYK T.: Integrable systems on SO(N)-valued Lie algebras on higher genus curves S~AWIAN~WSKI J. J.: Various aspects of the Born-Infeld nonlinearity . . . S~AWIANOWSKI J. J.: Bertrand systems on spaces of constant sectional curvature. The
action-angle analysis . . . . . . . . , . . SLAWIANOWSKI J. J.: Internal symmetries of geometrodynamical models . . . . S~AWIANOWSKI J. J. and V. KOVALCHUK: Klein-Gordon-Dirac equation: Physical justifi-
SMIRNOV R. G.: The action-angle coordinates revisited: Bi-Hamiltonian systems . SMIRNOV R. G., see BRUCE A. T. and R. G. MCLF.NAGHAN S~COLFSCU D., see Bmz E., M. DE LENIN, D. MARTIN DE DIEGO SOHMA M., see HOLEVO A. S. and 0. HIR~TA
SOLTAN P. M.: A remark on the spectrum of the analytic generator . . . SPICHAK S.: Quasi-exactly solvable 2 x 2 matrix S&r&linger models . . . SPRING W. J. and I. F. WILDE: The Wong-Zakai-Clifford quantum stochastic integral SPRING W. J. and I. F. WILDE: Quasi-free quantum stochastic integrals in the plane .
STAVRINOS P. C. and S. IKEDA: Some connections and variational principle to the Finslerian scalar-tensor theory of gravitation . . . . . . . . . .
STEFA&KI K.: Chaotic transients in multidimensional maps . . . . . STICHEL P. C., see LUKIERSKI J. and W. J. ZAKRZEWSKI ST~GNII V.: Lie and non-Lie symmetry and some exact solutions of the self-dual equations
44 (1999) 241-245 STOILOVA N. I., see PALEV T. D. STOLEN 0. and J. NOVOTN? On superpotentials in general relativity . . . S~RATIS I. G., see ATHANASIADIS C. and G. COS~AKIS STREATER R. F., see GRASSELLI M. R. STREIT L., see GROTHAUS M. STULPE W., see BUGAJSKI S. and K.-E. HEUW~G SUMBATYAN M. A. and A. POMPEI: Some explicit results for three-dimensional Helmholtz
operator in polyhedra . . . . . . . . . . . .
SUZUKI o., see PARTHASARATHY R. Szczuc~ A.: Extrema of Hartree-Fock-type functionals . . . . . . . SZUM A.: Nonlinear bi-Hamiltonian dynamical systems: Current Lie algebraic approach SZUM A., see B~ASZAK M. and A. PRYKARPATSKY SNIATYCKI J.: Nonholonomic Noether theorem and reduction of symmetries . . SNIATYCKI J.: A Hamiltonian analysis of Yang-Mills equations . . . . . ~LUYCKI J.: Almost Poisson spaces and nonholonomic singular reduction . ~NIATYCKI J.: The momentum equation and the second order differential equation
condition . . . . . . . . . . . . . . .
!hATYCKl J., see CUSHMAN R. SNIATYCKI J., see CUSHMAN R. and D. KEMPPAINEN
TAM H.-W., see Hu X.-B. TH~~U~NG W., see NARNHOFER H. TODA K. and S.-J. Yu: Note on an extension of the CDF equation to (2 + 1) dimensions TODA K., Yu SONG-JU and T. FUKUYAMA: The Bogoyavlenskii-Schiff hierarchy and
integrable equations in (2 + 1) dimensions . . . DE TOLEDO M. C., see DE OLIVEIRA c. R. TOLKACHEV E., see PLETYUKHOV M. TONDO G. and C. MOROSI: Bi-Hamiltonian manifolds, quasi-bi-Hamiltonian systems and
separation variables . . . . Toruu?s~~~ B.: ‘Bvo signal processing problems involving coherent states methods . T~TH M., see BARCZY M. T&H V., see MEST~AG T. TRETYNYK V.: On extended supersymmetries in nuclear physics . TRETYNYK V., see NAFQLI A. and A. ME~SINA Tsou SHEUNG TSUN and I. P. Zoos: Geometry of the nonabelian 2-index potential and
twisted de Rham cohomology . . . TSUCHIDA T.: Integrable discretization of coupled nonlinear S&r&linger equations . TULCZYIEW W. M. and P. URBAIQSKI: Differential forms on vector bundles TUROWSKA L., see MAZQRCHUK V. TWAR~CK R., see DOBREV V. K. and H.-D. DOEBNER UHLMANN A.: On “partial” fidelities . . . . UHLMANN A.: Simultaneous decompositions of two states . . UNTERKO~LER K.: Relativistic corrections for the scattering matrix for spherically sym-
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