Vol. 20 (1984) REPORTS ON MATHEMATICAL PHYSICS No. 3 CUMULATIVE INDEX OF VOLUMES 11-20 ABBATI, M. C., and A. MANIA: Quantum logic and operational quantum mechanics . . . . . . . . . 19 (1984) AB~AMOWICZ, R., J. MOZRZYMAS, Z. OZIEWICZ, and J. RZEWUSKI: Spinor space 14 (1978) ADAMCZYK, A., and R. R~CZKA: New relativistic wave equations associated with indecomposable representations of the Poincare group . . . 17 (1980) AERTS, D.: Constructipn of a structure which enables to describe the joint system of a classical and a quantum system. . . 20 (1984) 383-406 89-100 145-160 117-129 ALBERTI, P. M., and A. UHLMANN: A problem relating to positive linear maps on matrix algebras . . . . . ALBEVERIO,S., and R. HOEGH-KROHN: Local and global Markoff fields - see EMCH, G. G., S. ALBEVERIO,and J.-P. ECKMANN ALCANTARA, J., and D. A. DUBIN: States on the current algebra . ALICKI, R.: The Markovian master equations for unstable particles . . -: The theory of open systems in application to unstable particles. . . AMREIN, W. O., and A. M. BERTHIER: Impossibility of simultaneous localiza- tion of wave packets in energy and in configuration space ANGELOPOULOS, E.: Relativistic spin selection rules obtained by SL (3, R) symmetry. . . . . . . . ARKHIPOV, A. A.: Unitary bounds for multiparticle interaction amplitudes . AROD& H., and J. M. RAYSKI (JR.): Functional approach to the parametric derivatives of renormalized Green’s functions with multiple insertions ASANOW,G. S.: Motion of the rest frame of the electric charge defined by the Finslerian structure of the electromagnetic field. . . . -: Some consequences of the Finslerian structure of the space-time with the absolute parallelism . - : Scalar and electromagnetic fields in Finslerian space-time with the absolute parallelism . . . . -: New examples of S3-like Finsler spaces. . . . . - and E. G. KIRNASOV: On l-form Finsler spaces. . . BARUT, A. O., Dynamical group quantization . . - : De Rham currents, extended singularities of fields and magnetic monopoles BAUMG&RTEL, H., and M. DEMUTH: Decoupling by a projection. . BAUMGARTNER, B.: Measure theoretic ergodic theory in quantum mechanics. BELAVKIN,V. P., and P. STASZEWSKI: Conditional entropy in algebraic statis- tical physics. . : . . BELIY, A. G., V. F. KOVALENKO and Yu. A. SEMENOV: On the continuity of generalized eigenfunctions of the Schr(ldinger operator . BENENTI, S.: Separable dynamical systems: characterization of separability structures on Riemannian manifolds . . BERESIN, F. A., and V. S. RETAKH: A method of computing char&&i&id classes of vector bundles . C4W 18 (1980) 16:-176 19 (1984) 225-248 19 (1984) 13-26 11 (1977) l-6 14 (1978) 27-42 11 (1977) 1233131 11 (1977) 239-258 20 (1984) 303-332 1s (1979) 407-4 16 11 (1977) 221--232 13 (1978) 13-23 14 (1978) 237-246 16 (1979) 329-333 19 (1984) 303-319 11 (1977) 401-413 11 (1977) 415422 15 (1979) 175-186 15 (1979) 391-398 20 (1984) 373-384 12 (1977) 307-3 10 12 (1977) 311-316 18 (1980) 363-378
Transcript
Vol. 20 (1984) REPORTS ON MATHEMATICAL PHYSICS No. 3
CUMULATIVE INDEX OF VOLUMES 11-20
ABBATI, M. C., and A. MANIA: Quantum logic and operational quantum mechanics . . . . . . . . . 19 (1984)
AB~AMOWICZ, R., J. MOZRZYMAS, Z. OZIEWICZ, and J. RZEWUSKI: Spinor space 14 (1978) ADAMCZYK, A., and R. R~CZKA: New relativistic wave equations associated
with indecomposable representations of the Poincare group . . . 17 (1980) AERTS, D.: Constructipn of a structure which enables to describe the joint
system of a classical and a quantum system. . . 20 (1984)
383-406 89-100
145-160
117-129 ALBERTI, P. M., and A. UHLMANN: A problem relating to positive linear maps
on matrix algebras . . . . . ALBEVERIO, S., and R. HOEGH-KROHN: Local and global Markoff fields - see EMCH, G. G., S. ALBEVERIO, and J.-P. ECKMANN
ALCANTARA, J., and D. A. DUBIN: States on the current algebra . ALICKI, R.: The Markovian master equations for unstable particles . . -: The theory of open systems in application to unstable particles. . . AMREIN, W. O., and A. M. BERTHIER: Impossibility of simultaneous localiza-
tion of wave packets in energy and in configuration space ANGELOPOULOS, E.: Relativistic spin selection rules obtained by SL (3, R)
symmetry. . . . . . . . ARKHIPOV, A. A.: Unitary bounds for multiparticle interaction amplitudes . AROD& H., and J. M. RAYSKI (JR.): Functional approach to the parametric
derivatives of renormalized Green’s functions with multiple insertions ASANOW, G. S.: Motion of the rest frame of the electric charge defined by the
Finslerian structure of the electromagnetic field. . . . -: Some consequences of the Finslerian structure of the space-time with the
absolute parallelism . - : Scalar and electromagnetic fields in Finslerian space-time with the absolute
parallelism . . . .
-: New examples of S3-like Finsler spaces. . . . . - and E. G. KIRNASOV: On l-form Finsler spaces. . . BARUT, A. O., Dynamical group quantization . . - : De Rham currents, extended singularities of fields and magnetic monopoles BAUMG&RTEL, H., and M. DEMUTH: Decoupling by a projection. . BAUMGARTNER, B.: Measure theoretic ergodic theory in quantum mechanics. BELAVKIN, V. P., and P. STASZEWSKI: Conditional entropy in algebraic statis-
tical physics. . : . . BELIY, A. G., V. F. KOVALENKO and Yu. A. SEMENOV: On the continuity of
generalized eigenfunctions of the Schr(ldinger operator . BENENTI, S.: Separable dynamical systems: characterization of separability
structures on Riemannian manifolds . . BERESIN, F. A., and V. S. RETAKH: A method of computing char&&i&id
BERTRAND, J.: Covariant quantum field theories for mass-zero spin-two par- ticles . . . . . . . . ,.
BERZI, V.: On a condition characterizing the Lorentz and Galilei groups. -: Arveson spectral theory and C*-algebraic Goldstone-type theorems BLEHER, P. M.: Analytic continuation of massless Feynmann amplitudes in the
Schwartz space Y’ . . ‘. . . BLEULER, K.: Differential geometrical methods in various domains of theore-
tical physics. . . BOBKER, D. S.: A quantum neutron diffusion equation and its classical limit BOGUSH, A. A., and F. I. FEDOROV: Finite Lorentz transformations in
quantum field theory . . . . BORISOV, A. B.: The unitary representations of CL(4, R) . .
, BOYER, CH. P., and J. F. PLEBAIQSKI: General relativity and G-structures. I. General theory and algebraically degenerate spaces . . . . . .
BROADBRIDGE, PH.: Photons as para-fermion composites-limitations . BRUNET, M., and P. KRAMER: Semigroups of length increasing transformations
-1 -: Complex extension of the representation of the symplectic group associated with the canonical commutation relations. .
BRUNING, E.: On a generalization of Wick-powers for generalized free-fields in terms of Jacobi-fields . . . .
BURZLAFF, J.: Canonical quantization of dissipative systems. . . CAREY, A. L., and K. C. HANNABUSS: Twistor geometry quantisation theory -, J. M. GAFFNEY and C. A. HURST: A C*-algebra formulation of gauge
transformations of the second kind for the electromagnetic field -: Group representations in reproducing kernel Hilbert spaces . CASSINELLI, G., and P. TRUINI: Conditional probabilities on orthomodular
lattices. , . . . . . CATTANEO, U.: On locally continuous cocycles . . . CEG~A, W., and B. JANCEWICZ: Representations of relativistic causality struc-
ture by an operator density current . . . CER~~ANSK~., P.: Thermodynamic limit of Josephson junction . CHAKRABARTI, C. G.: Sufficiency and statistical mechanics CHAKRABORTY, C. G., see DUTTA, M., and C. G. CHAKRABORTY CHEN, E.: Entropy and superposition principle . . . -: Markov processes in quantum lattice systems . . CHOQUET-BRUHAT, Y.: Properties of maximal submanifolds in space-times with
compact or open space-like sections. . . . . . CHRISTODOULOU, D., and M. FRANCAVIGLIA: Remarks about the thin sandwich
conjecture . . . . . . CISSOKO, M.: On relativistic ferrohydrodynamics . . . . CLARKE, C. J. S.: A general framework for cosmological quantum theory COMBE, PH., R. RODRIGUEZ, G. RIDEAU, and M. SIRUGUGUE-COLLIN: On the
cylindrical approximation of the Feynmann path integral CONSTANTINESCU, F., and W. THALHEIMER: Ultradistributions and quantum
fields: Fourier-Laplace transforms and boundary values of analytical functions . . . .
- and B. STROTER: Exponential decay of derivatives of covariance operators on the lattice . . . . . , . .
COULLET P., see TRESSER, C., and P. COULLET CRAMPIN, M., L. HODGKIN, P. MCCARTHY, and D. ROBINSON: 2-manifolds of
constant curvature, 3-parameter isometry groups and Backlund transfor- mations . . .
-: Hidden symmetries and Killing tensors. . CZKWIANIANC, E.: Symmetric semistable measures on R” and symmetric semi-
stable distribution operators in quantum mechanics .
Czui, J.: On geometric quantization and its connections with the Maslov theory. . . . .
-: On geometric quantization of compact, complex manifolds . DADASHEV, L. A., and V. Yu. KULIEV: Uninvertible linear canonical transfor-
mations . . . *. DANIEL, W.: The entropy of observables on quantum logic. . DAVIES, E. B.: Uniqueness of the standard form of the generator of a quantum
dynamical semigroups . . -: Quantum dynamical semigroups and the neutron diffusion equa:;on DEBACKER-MATHOT, Fr.: Spectral properties in a class of operators and group
representations in nested Hilbert spaces DEMOEN, B., P. VANHEUVERZWIJN and A. VERBEUR~: Completely positive
quasi-free maps of the CCR-algebra . . . DEMUTH, M., see BAUMG.&RTEL. H., and M. DEMUTH DOBREV, V. K., and V. B. PETKOVA: Elementary representations and intert-
wining operators for the group SU*(4). . . DROHL. K.: On the classical limit of relativistic quantum theories with arbit-
rary spin. . . . . DUBIN, D. A., see ALCANTARA, J., and D. A. DUBIN DUTTA, M., and C. G. CHAKRABORTY: Statistical thermodynamics from the
point of view of statistical theory of estimation . D~vI\L, CH., and H. P. KUNZLE: Dynamics of continua and particles from
general covariance of Newtonian gravitation theory . DVURE~ENSKIJ, A., and S. PULMANNOVA: Connection between joint distribution
and compatibility. . . - see PULMANNOVA, S., and A. DVURE~ENSKIJ
ECKMANN, J.-P.. see EMCH, G. G., S. ALBEVERIO, and J.-P. ECKMANN EGANOVA, I. A.: N-point functions and low-energy scattering by N centers - and M. I. SHIROKOV: Orthomatrices and cotonions . . EMCH, G. G., S. ALBEVERIO, and J.-P. ECKMANN: Quasi-free generalized K-
flows......................... - and J. C. VARILLY: Some remarks on dilating semigroups of completely
positive mappings . ELLIOTT, G. A.: On extending the trace as a linear functional. . ENGLISH, H.: Remarks on MC Bryan’s converg?nce proof for (~~~(cos(~~)-
- 1 +a2 cp’/2)),-quantum fields . ENSS, V.: Renormalization group limits for Wick polynomials of Gaussian
processes . . . ERDAHL, R. M., and H. GRUDZI&SKI: Spectral properties of cones of approxi-
mately representable reduced density matrices . . . -: Two algorithms for the lower bound method of reduced density matrix
theory. . .
17 (1980) 20 (1984)
373383 3 l-40
17 (1980) 89-99
15 (1979) 57-97 19 (1984) 167-178
15 (1979) 19 (1984)
17 (1980) 11 (1977)
11 (1977)
15 (1979)
13 (1978) 233-277
20 (1984) 11-19
13 (1978)
13 (1978)
19 (1984)
20 (1984) 217-233 20 (1984) l-10
13 (1978)
18 (1980) 15 (1979)
18 (1980)
13 (1978)
14 (1978)
15 (1979)
187-194 325-334
249-255 169~-188
361-375
27-39
129-139
351-368
349-359
73-85
97-102 199-203
387-397
87-99
405-4 18
147-162
426 CUMULATIVE INDEX OF VOLUMES 11-20
EVANS, D. E., and T. SUND: Spectral subspaces for compact actions EXNER, P.: Bounded energy approximation to an unstable quantum system. - : Generalized Bargmann inequalities . . . . FAIR~?N, V., and M. G. VELARDE: Dissipative structures in a. non linear
reaction-diffusion model with forward inhibition. Stability of secondary multiple steady states . . . . . .
FANNES, M., J. V. PUL& and A. VERBEURE: Integral representation of the classical KMS-states for quasi-free evolutions . . . .
FEDOROV, F. I., see BOGUSH, A. A., and F. I. FEDOROV FENSKE, C. C., see KROGER, H., and C. C. FENSKE
FIDDLER, B., and R. SCHIMMING: Exact solutions of the Bach field equations of general relativity . . . . . . . . . . .
FILIPOWSKI, H., M. KRUK, and J. MOZRZYMAS: Structure constants of algebras of projective representations of point groups. . . .
FISCHER, H. R., and F. L. WILLIAMS: Note on duality on polarized symplectic manifolds. . . . . . . . . .
FORGER, M.: Gauge theories, instantons and algebraic geometry FRANCAVIGLIA, M., see CHRISTODOULOU, D., and M. FRANCAVIGLIA
FRANKE, A.: An axiomatic scheme more general than quantum theory. . FRIGERIO, A., C. NOVELLONE, and M. VERRI: Master equation treatment of the
singular reservoir limit. . . . - see GORINI, V., A. FRIGERIO, M. VERRI, A. KOSSAKOWSKI, and E. C. G.
SUDARSHAN , FRONSDAL, C.: Some ideas about quantization . . . . FULP, R. O., and J. A. MARLIN: Function groups associated with donstraint
submanifolds . . . . . FUSHCHICH, V. I., A. G. NIKITIN, and V. V. SALOGUB: On the non-relativistic
motion equations in the Hamiltonian form . . GAFFNEY, J. M., see CAREY, A. L., J. M. GAFFNEY, and C. A. HURST GARBACZEWSKI, P., and Z. POPOWICZ: Representations of the CAR generated
by the representations of the CCR. III. Non-Fock extension. . GARCIA, P. L.: Critical principal connections and gauge-invariance . . GARCZY~SKI, W., and K. URBANOWSKI: Discussion of the Krblikowski-Rze-
wuski equation for projection of a state-vector onto one-dimensional subspace of Hilbert space . . . . . . . .
GARSEVANISHVILI, V.R., and D. G. MIRIANASHVILI: Moving deuterons and the relativistic three-body problem . .
GERELLE, E. G. R.: Selection maps for quantum logics: Applications to the classification of elementary particles . . . . . .
GESZTESY, F., and H. G. LATAL: Renormalization, Nelson’s symmetry and energy densities in a field theory with quadratic interactions. . .
_ and L. PITTNER: A generalization of the virial theorem for strongly singular potentials. . . .
- : On the Borchers class of the two-dimensional sine-Gordon models 17 GODOWSKI, R. M.: Commutativity in orthomodular posets . . 18 GO~.F,BIOWSKA-LASOI-A; A. A.: Affinely-rigid motion in amorphous spaces 11 GORINI, V., A. FRIGERIO, M. VERRI, A. KOSSAKOWSKI. and E. C. G.
(I 980) 41-54 (1980) 347.-351 (1977) 165-168
SUDARSHAN: Properties of quantum Markovian equations 13 (1978)
G~RNITZ, Th., G. MOTZ, D. ROBASCHIK, and E. WIECZOREK: Connection
149-173
between light cone singularities and the asymptotic behaviour of the moments of the structure functions . . 11 (1977)
GRABOWSKI, M., and P. STASZEWSKI: On continuity properties of the entropy of an observable . . .ll (1977)
- : A-entropy for spectrally absolutely continuous observables. . 14 (1978) -: Wehrl-Lieb’s inequality for entropy and the uncertainty relation 20 (1984) GRENSING, G.: Symmetric and traceless tensors on Minkowski space . 14 (1978) GRUDZI~~SKI, H., see ERDAHL, R. M., and H. GRUDZI&KI _ sep PRUSKI, S., and H. GRUDZI~~SKI GUDDER, S., and J.-P. MARCHAND: Conditional expectations on von Neumann
algebras: A new approach . 12 (1977) - : Axiomatic operational quantum mechanics 16 (1979) -: Statistical inference in quantum mechanics . . . 17 (1980). GUSEV. E.: Weak convergence of wave values in quantum Heisenberg model 18 (1980) Guz, W.: Axioms for statistical physical theories and GLspaces 12 (1977)
-: Spaces of the type GM and CL. Basic properties 12 (1977)
-: Pure operations and the covering law 16 (1979) -: A non-symmetric transition probability in quantum mechanics 17 (1980) HABA, E.: Remarks on the stochastic proce!s corresponding to (l/&
interaction . . . . 18 (1980) HADJIIVANOV, L. K., and D. Ts. STOYANOV: On the free scalar massless
field in twodimensional space-time . . . 15 (1979) -, S. G. MIKHOV, and D. T. STOYANOV: On the conformal transformations in
the massless Thirring model. . . . 16 (1979) HAI+KOWIAK, J.: A space-time functional formalism for classical field equa-
tions . . . . . . . . . . . . . . . . . . . . . . . . . 17 (1980) HANNABUSS, K. C., see CAREY, A. L., and K. C. HANNABUS HANSEN, F.: Quantum mechanics in phase space. . 19 (1984) HAVLICEK, M., and W. LASSNER: Matrix canonical realizations of the Lie
algebra u(p, q). . . . 12 (1977) HESS, H., and D. KRAUSSNER: Lifting classes of principal bundles 18 (1980) HODGKIN, L., see CRAMPIN, M., L. HODGKIN, P. MCCARTHY, and D. ROBINSON H~EGH-KROHN, R., see ALBEVERIO, S., and R. H~EGH-KROHN HOFFMANN, G.: The closure of cones in the algebra of test functions 13 (1978) -: On the existence of quantum fields in space-time dimension 4 . 18 (1980) HOLEVO, A. S.: Commutation superoperator of a state and its applications to
the noncommutative statistics . . 12 (1977) -: Problems in the mathematical theory of quantum communication chan-
nels.......................... 12 (1977) - : Estimation of the shift parameters of quantum state . . . 13 (1978) -: Covariant measurements and uncertainty relations . 16 (1979) HONGOH, M.: A note on the SU(2) Bloch coherent states 13 (1978) HRUB~, J., and J. SOUCEK: Superspace as a fibre space . 14 (1978)
389 399
233-237 377-384 153-155
19-26
317-329
147-166 265-274 399-409 151-167
285- 299
125.m 141 385-400
257-275
361.-373
89-100
313-332
361-381
l-8 3 17-345
187-197 23 l-242
251--271
273-278 37%399 381-400 305-309
15-18
428 CUMULATIVE INDEX OF VOLUMES 11-20
HUDSON, R. L.: Translation-invariant traces and Fourier analysis on multiplier representation of vector groups . .
-, M. D. WILKINSON, and S. N. PECK: Fourier analysis on multiplier repre- sentations of locally compact Abelian groups . . . . ~
HIJGHES, T. J. R., and J. E. MARSDEN: Some applications of geometry in contmuum mechanics . . . . . .
HUGHSTON, L. P., and M. SHEPPARD: On the magnetic moments of ha- drons
HURST, C. A., see CAREY, A. L., J. M. GAFFNEY, and C. A. HURST IKEDA, S.: A differential geometrical consideration on a “nonlocal” field , INOUE, A.: Unbounded generalizations of standard von Neumann algebras JANCEWICZ, B., see CEGLA, W., and B. JANCEWICZ JANYSZEK, H.: On the connection between the classical spin and the Lorentz
group. . . . . . . JEZUITA, K., and B. S. SKAGERSTAM: Non-equilibrium quantum statistical
mechanics of a damped harmonic oscillator J~DRZEJEWSKI, J.: Remarks on the upper bounds for correlation functions of
the Ising ferromagnet . . . . . JUSZCZAK, L., and Sz. RABSZTYN: On the harmonic oscillator and free fields in
the Araki approach . . - : Representations of the current algebra in a model of quantum field the- ory..........................
KACHURIK, I. I., and A. U. KLIMYK: Matrix elements for the representations of SO(n) and SO,(n, 1) . . . . . . .
KALNAY, A. J.: On Laguerre polynomials and the convolution product of parabolic cylinder functions . . .
VAN KAMPEN, N. G.: Master equation treatment of aging populations. KARWOWSKI, W., and L. STREIT: A renormalization group model with non-
Gaussian fixed point . . -: On the symmetrized cones in test function algebra . . . KATAVOLOS, A., and I. KOCH: Extension of Tomita-Takesaki theory to the
unbounded algebra of the canonical commutation relations . . . KATZIN, C. H., and J. LEVINE: Note on conservation laws based upon traceless
energy-momentum tensors in flat space-time . . . KAWAGUCHI, M., see’ SATO, Y., K. SUGAWA, and M. KAWAGUCHI KELLER, K.: Irregular operations in quantum field theory. I. Multiplication of
distributions. . . . . : . -: Irregular operations in quantum field theory. II. Evaluation functionals
and products, convolutions, integrals of distributions. . . . . KERIMOV, G. A., and YI. A. VERDIEV: Clebsch-Gordan coefficients of the
SL(2, C) group . . . . . . . - and Yr. A. VERDIYEV: Clebsch-Gordan coefficients of the groups SO@, 1) KHIMCHENKO, N. G., and YA. G. SINAI: On the description of classical
reflectionless potentials. . . . KIJOWSKI, J.: Symplectic geometry and second quantization. . . . - and G. RUDOLPH: Canonical structure of the theory of gauge fields
interacting with matter fields . KIRCHBERG, E.: The “strong Kadison inequality” of Woronowicz. KIRNASOV, E. G., see ASANOV, G. S., and E. G. KIRNASOV
13 (1978) 327-335
19 (1984) 91-100
12 (1977) 35-44
18 (1980) 5366
18 (1980) 103-110 13 (1978) 25-35
13 (1978) 311-313
15 (1979) 423-43 1
14 (1978) 171-178
12 (1977) 219-228
13 (1978)
20 (1984)
401418
333-346
11 (1977) 157-163 11 (1977) 111-122
13 (1978) 18 (1980)
l-12 277-294
16 (1979) 335-352
15 (1979) 387-390
14 (1978) 285-309
16 (1979) 203-23 1
13 (1978) 315-326 20 (1984) 247-254
20 (1984) 53-63 11 (1977) 97-109
20 (1984) 385-400 18 (1980) 111-116
CUMULATIVE INDEX OF VOLUMES 11-20
KISHIMOTO, A.: Equilibrium states of a semi-quantum lattice system -: On invariant states and the commutant of a group of quasi-free auto-
morphisms of the CAR algebra - : On invariant states and the commutant of a group of quasi-free auto.
morphisms of the CAR algebra, 11 -: On invariant states and the commutant of a group of quasi-free auto-
morphisms of the CAR algebra, Ill . . KLIMYK, A. U. see KACHURIK, 1. I., and A. U. KLIMYK
KLINK, W. H., and TU~NG TON-THAT: On a resolution of the multiplicity problem for U(n).
KN~R, V. A., Yu. F. S~IIRNOV, and V. N. TOLSTOY: Analysis of irreducible representations of the group V(4) 1 U,(2) x U,(Z).
KOCH. I., see KA~AVOLOS. A., and 1. KOCH KoLAR, 1.: On the Euler-Lagrange differential in fibered manifolds KOMOROWSKI, J.: Gas-liquid phase transition and singularities. KONDRACKI, W.: Geometrization of the classical field theory and its appli-
cation’ in Yang-Mills field theory KONDRAT’EV, Yu. G., and Yu. S. SAMOYLENKO: The space of trial and generali-
zed functions of infinite number of variables. KOSHMANFNKO, V. D.: Scattering theory with different state spaces of per-
turbed and free systems K~SS~K~WSKI, A.. SW GORINI. V.. A. FRIGERIO, M. VERRI, A. K~SSAKOWSKI,
and E. C. G. SUDARSHAN
KOI-ELK?, R.. and J. NIED~RLE: Conformallq covariant field equations. 11. First-order massless equations .
KOVALENKO, V. F., ser BFLIY. A. G., V. F. KOVALENKO. and Yu. A. SEMENOV
KRAMER. P., see BRUNET, M., and P. KRAMER KRAMFR, M.: Some tips of the decomposition of tensor product representations
of compact connected Lie groups. KRASI~~SKI, A.: All flow-stationary cylindrically symmetric solutions of the
Einstein tield equations for a rotating isentropic perfect fluid _ and J. PL~BANSKI: n-dimensional complex Riemann-Einstein spaces with
0 (II- 1, C) as the symmetry group KRASNIKOV, N. V.: Dispersion relation for the Cell-Mann-Low function, the
spectrality condition and the asymptotic behaviour of the invariant charge -: A bound on the structure of vacua divergences in quantum field theory KRAUSSN~R, D.. see HESS, M.. and D. KRAUSS;~~;R KROC~ER. H., and C. C. FENSKE: A Hilbert space approach to the Lippmann-
Schwinger equation in momentum representation KRIJK. M.. see FILIPOWSKI. H.. M. KRI;K, and J. MOJR~YMAS KRUSZ~.&~KI. P.: n(G)-nonextendibility of linear positive maps KRYACHKO, E. S.: Constructive approach to symmetrized two-particle expan-
sions . . KUI.I~V. V. YLI., see DADASHLV, L. A., and V. Yu. KLILILV KONZLE, H. P., see DUVAL, CH., and H. P. K~~NZLE KUWABARA, R.: Time-dependent mechanical symmetries and extended Hamil-
tonian systems. LACOMBA, E. A.: Co-adjoint action determines parameters of transitive mecha-
nical systems
IO ~~ Reports 20/3
12 (1977)
15 (1979)
15 (1979)
16 (1979)
19 (1984)
20 (1984)
12 (1977) 19 (1984)
16 (1979)
14 (1978)
14 (1978)
341 374
21-26
195-198
121-124
345-348
347-355
301-305 257-291
9-47
325-350
185-206
12 (1977) 237-249
13 (1978)
14 (1978)
17 (1980)
17 (1980) 18 (1980)
I7 (1980)
15 (1979)
18 (1980)
295-304
225-236
2 17-248
309-311 359-361
459-470
229-251
67-78
19 (1984)
12 (1977)
27-38
27-33
429
430 CUMULATIVE INDEX OF VOLUMES 11-20
LAHTI, P. J.: Uncertainty principle and complementarity in axiomatic quantum mechanics
LASSNER, G., and G. A. LASSNER: Completely positive’mappings and unboun- ded observables
_ and B. TIMMERMANN: The strong topology of the algebra of polynomials _ and G. A. LASSNER: On the continuity of entropy LASSNER, G. A.: Operator symbols in the description of observable-state
systems -: Continuity of state functions of the Bose gas . _ see LASSNER, G., and G. A. LASSNER LASSNER, W., see HAVLICEK, M., and W. LA~SNFR LATAL, H. G., see GESZTESY, F., and H. G. LATAL LEVINE, J., see KATZIN, G. H., and J. LEVINE LOMSADZE, Yu. M., and E. P. SABAD: Abstract concentrable and reducible
linear functionals sod generalized functions . LONGO, R.: On perturbed derivations of C*-algebras LOUPIAS, G., and M. M~BKHOUT: Extension of K. M. S. states with respect
to some locally compact groups LUKIERSKA-WALASEK, K.: On the unitarity and causality of functional S-matrix
in the renormalized quantum field theory. LOPUSZA~~SKI, J. T., and J. SZ~ZU~KA-SOKO~.OWSKA: Locally conserved cur-
rents linearly dependent on the energy-momentum tensor and the poly- nomial in the position variables
-: The spontaneously broken supersymmetry in quantum field theory MA~‘KOWIAK, J.: Best multiconfigurational approximations in the problem of N
spinless particles. I. Theory . . . - : Single particle approximation to the canonical density operator of a system
of N interacting fermions. - : Eigenstructure of the l-particle density operator corresponding to the first
excited state of two coupled oscillators. MARCHAND, J.-P., see GUDDER, S., and J.-P. MARCHAND MARLIN, J. A., see FULP, R. O., and J. A. MARLIN MARDSEN, J. E., see HUGHES, T. J. R., and J. E. MARDSFN MATSUMOTO. M., and H. SHIMADA: On Finsler spaces with the curvature
tensors Phijr and Shijk satisfying special conditions. - : Finsler spaces with the hu-curvature tensor Phijk of a special form. -: The length and the relative length of tangent vectors of Finsler spaces MAYER, D. H., and K. S. VISWAN~THAN: On the vacuum structure of an SU(2)
Yang-Mills theory . MCCARTHY, P., see CRAMPIN, M., L. HODGKIN, P. MCCARTHY, and D.
ROBINSON MEBKHOUT, M., see LOUPIAS, G., and M. MEBKHOU~ MELNIKOV, V. N., and B. N. ZAKHARIEV: Finite-difference approximation for
inverse scattering problem MENDFS, R. V.: Representations of the general covariance pseudogroups MESS~R, J.: A metric space of interactions and the thermodynamic limit -: Topology on interactions for classical continuous systems MICKELSSON, J.: Discrete series of Lie superalgebras MIELNIK, B.: Global mobility of SchrCrdinger particle
MIKHOV, S. G., see HADJIIVANOV, L. K., S. G. MIKHOV, and D. T. STOYANOV MINTCHEV, M.: Note about Landau gauge . . . . . MIRIANASHVILI, D. G., see GARSEVANISHVILI, V. R., and D. G. MARIANASHVILI
MISSAROV, M. D.: Convergence of Feynmann integrals . . MISSUNO, 0.: The Q-mappings and the reduction of n-particle problems : -: Theorems on n-representability in finite dimensions . MORENO, C.: On the spaces of positive and negative frequency solutions of
the Klein-Gordon equation in curved space-times. . MOTZ, G., see G~RNITZ, Th., and G. MOTZ MOZRZYMAS, J., see ABLAMOWICZ, R., J. MOZRZYMAS, Z. OZIEWICZ, and J.
RZEWUSKI - see FILIPOWSKI, H., M. KRUK, and J. MOZRZYMAS MRUGALA, R.: Geometrical formulation of equilibrium phenomenological ther-
modynamics. . . . . . . . . . . MUGIBAYASHJ, N., see NAGAMACHI, S., and N. MUGIBAYASHI NAGAMACHI, S., and N. MUGIBAYASHI: The Haag-Ruelle formulation of scat-
tering in hyperfunction quantum field theory . . . . . . NARNHOFER, H.: Scattering theory for quasi-free time automorphisms of C*-
algebras and von Neumann algebras . . . . NAVARA, M.: The integral on o-classes is monotonic . . NIEDERLE, J., see KOTECKP, R., and J. NIEDERLE NIKITIN, A. G., see FUSCHHICH, V. I., A. G. NIKITIN, and V., V. SALOGUB NIKOLOVA, L.: Relativistically invariant equations (/3” a,, + @) $ (x) = 0 with sin-
gular e, and detp’#O. . . . . . . - and V. A. RIZOV: Geometrical approach to the reduction of gauge theories
with spontaneously broken symmetry . . . . . . . NOVELLONE, C., see FRIGERIO, A., C. NOVELLONE, and M. VERRI NUMATA, S.: On C3-like Finsler space . . . . .
OCHS, W., and H. SPOHN: A characterization of the Segal entropy . . -: Concepts of convergence for a quantum law of large numbers . ODZIJEWICZ, A.: Conformal invariant symplectic structures (semisimple
case)......................... OHYA, M.: Dynamical process in linear response theory . . . . OKUBO, K.: Some theorems on S,(K) metric spaces . . . . . . OROCKO, Yu:: Self-adjointness of the minimal Schrodinger operator with
potential belonging to L1.lOc. . . . . . . . . . OSIPOV, E. P.: On triviality of the: expdq:, quantum field theory in a finite
volume . . . . . . . . .’ . . . .
OZAWA, M.: Optimal measurements for general quantum systems . . OZIEWICZ, Z., see AB~AMOWICZ, R., J. MOZRZYMAS, Z. OZIEWICZ, and J.
RZEWUSKI PALEV, T. D.: Fixed order matrix elements of the parafermi operators . -: Lie algebraic aspects of quantum statistics. Pamfermi statistics . . -: Causal A-statistics. I. General properties . . . . . -: Causal A-statistics. II. Lowest order representation . . . . . . PAPIE& L.: Rigorous formulation of the model of collisions . . . PARRAVICINI, G., and A. ZECCA: On the generator of completely positive
dynamical semigroups of N-level systems . . . . . . PECK, S. N., see HUDSON, R. L., M. D. WILKINSON and S. N. PECK
PECZKIS, M.: Nonlinear realizations of symmetry groups in terms of differential geometry. . . : . . . .
PENROSE, R.: The twistor programme. . . ; . . PERJ~S, Z.: Perspectives of Penrose theory in particle physics . . . PETKOVA, V. B., see DOBR~V, V. K., and V. B. PETKOVA PHAM Nc;oc DINH, A.: On the representations of the groups SO(3), 0(2, I),
and M(2) defined in terms of Lame, Mathieu, and parabolic func- tions . . . . . . . . . . . . . . . . . . . . . . . . .
-: The SO(4) group of the Lam6 equations of the second order . PIARD, A.: Unitary representations of semi-direct product groups with infinite
dimensional Abelian normal subgroup . . . . . - : Representations of the Bondi-Metzner-Sachs group with the Hilbert topo-
logy . . . . PIGEAUD, P.: Unified fields in pentadimensional theory . . PINCZON, G., and J. SIMON: Extensions of representations and cohomology. PITTNER, L.: Rigorous estimates of the e- (p- p) scattering amplitude below the
19 (1984) - see GESZTESY, F., and L. PI~TNER PLEBA~~SKI, J. F., and T. H. SELIGMAN: Partial isometries and quotient structures
in Hilbert spaces . . . . . - see BOYER. Ch. P., and J. F. PLPBAI;ISKI _ see KRASI%KI, A., and J. F. PLEBA~~SKI POMMARET, J. F.: Physics and pseudogroups . . . . . . POPOWICZ, Z., see GARRATZEWSKI, P., and Z. POPOWICZ POSIFWNIK, A.: On quantum Markovian processes . . . . -: Extension of quantum dynamical semigroups. . . . . -: One property of dynamical semigroups. . . . -: On the representation of linear evolution operators . . . PRUGOVE~KI, E.: Dirac dynamics on stochastic phase spaces for spin l/2
particles . . . . . . . . PRUSKI, S., and H. GRUDZI~~SKI: The structure of the Q-family of mappings in
the n-representability theory. II. . . . . -: Contractions of expansions of fermion operators . . . . . -: Superpositions of expansions and contractions and p-reducibility of fer-
mion operators . . . . - : The p-approximations and inverse problems of expansion and contraction . .
of n-fermion operators . . . . .
PUL& J. V.: A unified approach to classical and quantum K. M. S. theory. - see FANNES, M., and J. V. PULP PIJLMANNOVA, S., and A. DVURECENSKIJ: Stochastic processes on quantum
logics .
17 (1980)
14 (1978) 43-56 15 (1979) 99-110
15 (1979)
17 (1980) 20 (1984)
18 (1980) _ see DVURECENSKIJ, A. and S. PULMANNOVA;
21 l-220 65-76
193-211
25!+278
179-204
437-458
345350
401-417
267-275
41%436 75-81
303-315
PURKERT, W., and J. VOM SCHEIDT: Stochastic eigenvalue problems for dif- ferential equations . .
PUSHKAROV, K. I., and D. I. PUSHKAROV: Solition solutions in some non-linear Schrodinger-like equations . . . . . . .
PUSHKAROV, D. I., see PUSHKAROV, K. I., and D. I. PUSHKAROV PUTA, M.: Generalized mechanical systems. A mathematical exposition of
RABSZTYN, Sz.: On the finite dimensional representations of the pseudo-Lie
algebras . - see JUSZCZAK, L., and Sz. RABSZTYN
RAYSKI, J. M. (JR.), see AROD~, H.. and J. M. RAYSKI (JR.) R~CZKA, R., and W. STRAUSS: Analyticity properties of the scattering operator
in nonlinear relativistic classical and prequantized field theories. - see ADAMCZYK, A., and R. R~CZKA
REEH, H., and M. REQUARDT: Some properties of the electric charge operator
REQUARDT, M., see REEH, H.. and M. REQUARDT
RETAKH, V. S., see BERESIN, F. A., and V. S. RETAKH RIDEAU, G.: On the extensions of mass-zero representations of the Poinc&
group . . _ see COMBE; PH., R. RODRIGUEZ. G. RIDEAU, and M. SIRU<;UC,UE-COL.~.IN
RIZOV, V. A., see NIKOLOVA, L., and V. A. RIZOV
ROBASCHIK, D., see G~RNITZ, ?H., and D. ROBASCHIK
ROBINSON, D., see CRAMPIN, M., L. HODGKIN, P. MCCARTHY, and D.
ROBINSON
RODRIGUEZ, R., see COMBE, PH., R. RODRIGUEZ, G. RIDEAU, and M. SIRUGUCUE
COLLIN
Roos, H.: Consequences of convexity: A variational principle for the pressure
and related results . . . . . . . . -: On the definition of the pressure of an infinite system . ROUSSEAU, R.: Construction of a left Hilbert algebra with respect to a
Minkowski form ROZGA, K.: Real slices of complex space-time in general relativity
RUDOLPH, G., see KIJOWSKI, J., and G. RUDOLPH
RZEWUS~I, J., see ABLAMOWICZ, R., J. MOZRZYMAS, Z. OZIEWICZ, and
J. RZEWUSKI
SABAD, E. P., see LOMSADZE, Yu. M., and E. P. SABAD
SALOGUB, V. V., see FUSCHHICH, V. I., A. G. NIKITIN, and V. V. SALOGUB
SAMOYLENKO, Yu. S., see KONDRAT‘FV, Yu. G., and Ku. S. SAMOYLENKO
SATO, Y., K. SUGAWA, and M. KAWAGUCHI: The geometrical structure of the
parameter space of the two-dimensional normal distribution VOM SCHEIDT, J., see PURKERT, W., and J. VOM SCHEIDT
SCHIMMING, R., see FIEDLER, B., and R. SCHIMMING
SCHM~DGEN, K.: Positive cones in enveloping algebras . -: On topologization of unbounded operator algebras . - : Graded and filtrated topological *-algebras. I. Graded normal topologies
SCUTARU, H.: Estimations of the entropy of a quantum state with the aid of
covariant and contravariant symbols. . . -: Some remarks on covariant completely positive linear maps on C*-
algebras . . . SELIGMAN. T. H., see PLEBA~SKI, J. F., and T. H. SELIGMAN
SEMENOV, Yu. A., see BELIY, A. G., V. F. KOVALENKO, and Yu. A. S~:MENOV
SHADWICK, W. F.: The Hamilton-Cartan formalism for higher order conserved currents. I. Regular first order Lagrangians . . .
SHEPPARD, M., see HUGHSTON, L. P., and M. SHEPPARD
SHIBATA, CH.: On Finsler spaces with Kropina metric. . SHIMADA, see YASUDA, H., and H. SHIMADA
11 (1977)
16 (1979)
17 (1980)
16 (1979)
14 (1978) 14 (1978)
14 (1978) 321-323
11 (1977) 197-210
16 (1979)
14 (1978)
17 (1980)
18 (1980)
15 (1979)
16 (1979)
18 (1980)
13 (1978)
‘43-152
317--327
5558
25 l- 263
147-m1 60 161-169
111-119
385404 35%371 21 l-229
305-315
7%87
243-256
117.-128
434 CUMULATIVE INDEX OF VOLUMES 11-20
- see MATSUMOTO, M., and H. SHIMADA
SHIROKOV, M. I, see EGANOVA, I. A., and M. 1. SHIROKOV
SIMMS, D. J.: Serre duality for polarised symplectic manifolds . . .
SIMON, J, spe PINCZON, G., and J. SIMON
SINAI, Ya. G.. see KHIMCHENKO, N. G., and YA. G. SINAI
SINHA, K.: Relative scattering and time delay in presence of a uniform electric
field . . . . . SIRUGUGUE-COLLIN, M., see COMBE, PH., R. RODRIGUEZ, G. RIDEAU, and’M:
SIRUGUGUE-COLLIN
‘SKAGERSTAM, B. S., see JEZUITA, K., and B. S. SKAGERSTAM
SKORUPSKI, A. A.: Improved higher order phase-integral approximation of the
JWKB type in the vicinity of zeros and singularities of the “wave number”
SMIRNOV, Yu. F., see KNYR, V. A., Yu. F. SMIRNOV and V. N. TOLSTOY SOKOLOV, S. N.: General solution of relativistic one-channel inverse scat-
tering problem. . . . . . . . . . SOTKOV, G. M., and R. P. ZAIKOV: Conformal invariant two and three-point
functions for fields with arbitrary spin . . . . -3 -: On the structure of the conformal covariant N-point functions
SOUCEK, J., see HRUBP, J., and J. SOUCEK
SPOHN, H., see OCHS, W., and H. SPOHN
STASZEWSKI, P.: On the characterization of the von Neumann entropy via the
entropies of measurements . . . . . . . .
- : On the mixing-enhancing dynamical maps and mixing-enhancing evolution
of a quantum system . . . . . . . - see GRABOWSKI, M., and P. STASZEWSKI - see BELAVKIN, V. P., and P. STASZEWSKI
STOVICEK, P., and J. TOLAR: Quantum mechanics in a discrete space-time . STOYANOV, D. Ts., see HADJIIVANOV, L. K., and D. Ts. STOYANOV - see HADJIIVANOV, L. K.,’ S. G. MIKHOV,’ and D. T. STOYANOV
STRAUSS, W. see R~CZKA, R., and W. STRAUSS
STREIT, L., see KAR~OWSKI, W., and L. STREIT
STROTER, B., see CONSTANTINESCU, F., and B. STR~TER
SUDARSHAN, E. C. G., see GORINI, V., A. FRIGERIO, M. VERRI, A.
KOSSAKOWSKI, and E. C. G. SUDARSHAN
SUGAWA, K., see SATO, Y., K. SUGAWA, and M. KAWAGUCHI
SUND, T., see EVANS, D. E., and T. SUND
SZCZEKOWSKI, A.: News functions and Fourier transforms in electrodynamics
SZCZUCKA-SOKO~OWSKA, J., see LOPUSZA~SKI, T., and J. SZCZUCKA-SOKOLOW-
SKA SZCZYRBA, W.; A symplectic structure for the Einstein-Maxwell field . . . SNIATYCKI, J.: The Cauchy data space formulation of classical field theory . TAFLIN, E.: Classical v’-A theory and nonconservation of the dynamical
TENGSTRAND, G.: Algebraic meson models . . . . . . . TESTARD, D.: Asymptotic ratio set of von Neumann algebras generated by
temperature states in statistical mechanics. . . . . . . THALHEIMER, W., see CONSTANTINESCU, F., and W. THALHEIMER
12 (1977) 213-217
14 (1978) 63-73
17 (1980) 161-187
20 (1984)
12 (1977) 19 (1984)
235246
375384 335-344
13 (1978)
19 (1984)
67-7 1
l-12
20 (1984) 157-170
12 (1977) 133-140
12 (1977) 169-191 19 (1984) 407422
14 (1978) 351-375
20 (1984) 171-216
20 (1984) 255264
12 (1977) 115118
CUMULATIVE INDEX OF VOLUMES 11-20 435
TIMMERMANN, B.: The uniforni and the strong topology on realizations of the algebra of polynomials. . . . .
TIMMERMANN, W.: Remarks on the operator of second quantization . - see LASSNER, G., and W. TIMMERMANN
TOD, P.: Some Fymplectic forms arising in twistor theory . TOLAR, J., see STOVICEK, P., and J. TOLAR TOLSTOY, V. N., see KNYR, V. A., YU. F. SMIRNOV, and V. N. TOLSTOY
TRESSER, C., and P. COULLET: Preturbulent states and renormalization group
for simple models . . . TRUINI, P., see CASSINELLI, G., and P. TRUINI
TULCZYJEW, W. M.: Geometry of gauge fields far extended objects . TUONG TON-THAT, see KLINK, W. H., and TUONG TON-THAT
T%JRRISI, E., see GIAMBO, S., and E. TURRISI
UHLENBROCK, D. A.: Path space’ideas and minimal unitary dilations
UHLMANN, A.: Remarks on the relation between quantum and classical ent-
ropy as proposed by A. Wehrl. . - see ALBERTI, P. M., and A. UHLMANN URBANOWSKI, K., see GARCZY~~SKI, W., and K. URBANOWSKI
URBAIQSKI, P.: On the canonical structure of the ,Q“ field theory VANHEUVERZWUN, P., see DEMOEN, B., P. VANHEUVERZWIIN, and A. VERBEURE
VARILLY, J. C., see EMCH, G. G., and J. C. VARILLY VELARDE, M. G., see FAIR~N, V., and M. G. VELARDE
VERBEURE, A., see DEMOEN, B., P. VANHEIJVERZWIJN and A. VERBEURE - see FANNES, M., and A. VERBEURE
VERDIEV, Yr. A.: Invariants of the representations of the group of pseudo-
orthogonal matrices, SO@, 4) . . - see KERIMOV, G. A., and YI. A. VERDIEV
VERDIEV, YI. A.: The invariants of the nondegenerate representations of the
group of the pseudo-orthogonal matrices SO(p, 1) . . . . _ see KERIMOV, G. A., and Yr. A. VERDIEV
VERRI, M., see GORINI, V., A. FRIGERIO, M. VERRI, A. KOSSAKOWSKI, and E. C.
G. SUDARSHAN - see FRIGERIO, A., C. NOVELLONE, and M. VERRI
VISWANATHAN, K. S., see MAYER, D. H., and K. S. VISWANATHAN
VUGAL‘TER, S. A., and G. M. ZHISLIN: On the finiteness of discrete spectrum in
the n-particle problem . . . . WAKITA, H.: Fourier analysis on space-like surfaces. II. The case of mass x = 0
WANIEWSKI, J.: Theorem about completeness of quantum mechanical motion
group . . . . . . . . WEHRL, A.: Remarks on A-entropy. . . . . -: On the relation between classical and quantum-mechanical entropy
-: Addendum to my paper: “How chaotic is a state of a quantum system”
WERTH. J.-E.: Group actions on quantum bundles . . . WIECZOREK, E.. see G~RNITZ, TH., and E. WIECZOREK WILLIAMS, F. L., see FISCHER, H. R., and F. L. WILLIAMS
WILKINSON, M. D., see HUDSON, R. L., M. D. WILKINSON, and S. N. PECK
WOLOWIEC, P.: On a certain class of n-dimensional space groups .
WOODHOUSE, N.: Geometric quantization and quantum field theory in curved
space-time . . _ . . . 12 (1977) 4>56
436 CUMULATIVE INDEX OF VOLUMES 11-20
-: Some remarks on the energy-momentum tensor in general relativity . WYSS W.: Cumulants and moments . . . . , -_. Quasi-multiplication and *-algebras . . . . . YASUDA, H., and H. SHIMADA: On Randers spaces of scalar curvature. YNCVASON, J.: Remarks on the reconstruction theorem for field theories with
indefinite metric ._ . . . . . -: On the decomposition of Wightman functionals in the Euclidean frame-
work.............. . . . . . . . . . . ZAGANESCU, M.: Coherent states on the group SL(2, R). Series of coherent
states and automorphic forms; Mellin transforms . . ZAIKOV, R. P., see SOSKOV, G. M., and R. P. ZAIKOV ZAKHARIEV, B. N., see MELNIKOV, V. N., and B. N. ZAKHARIEV ZAKRZEWSKI, S.: Finite systems of observables in quantum field theory
ZECCA, A., see PARRAVICINI, G., and A. ZECCA ZHISLIN, G. M., see VUGAL‘TER, S. A., and G. M. ZHISLIN
ZORBAS, J.: Cluster properties for Coulomb scattering . . .
