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Acta Scientiarum Mathematicarum 1992: Vol 56 Index PDF

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Preview Acta Scientiarum Mathematicarum 1992: Vol 56 Index

TOMUS LVI—1992—56. KOTET Abujabal, H. A. S., On commutativity of left s-unital rings Althoen, S. C.—Hansen, K. D., Two-dimensional real algebras with zero divisors Alzer, H., On an integral inequality for concave functions Athavale, A., Relating the normal extension and the regular unitary delation of a subnormal tuple of contractions 121--124 Barnes, B. A., Linear operators with a normal factorization through Hilbert space .... 125—146 Barria, J., Strongly dense simultaneous similarity orbits of operators 169—174 BreSar, M., On the composition of (a, #)-derivations of rings, and applications to von Neumann algebras 369—375 Chajda, I., Algebras and varieties satisfying the congruence extension property 19— 21 Chan, Jor-Ting, A note on compact weighted composition operators on L?() 165—168 Cho, M., On the joint Weyl spectrum, III Czédli, G., Some nontrivial implications in congruence varieties Dauns, J.—Fuchs, L., x-products of slender modules 205—213 Dudek, J., On Csakany’s problem concerning affine spaces Esicrle, J.—Zarouf, F., Compatibility and incomgatibility of Calkin equivalence with the Nagy-Foias calculus Feigelstock, Sh.—Muskat, J. B., On the additive groups of m-rings betas Fig Cl DRS Lo See fue cae bss tic dwaxecdeese aera Ro eis ie he ase Sas 205—213 Gauchman, H., Basic cohomology classes of compact Sasakian manifolds Gou, Z. R.—Zhou, D.-X., Approximation theorems for modified Sz4sz operators 311—321 Hansen, K. D., cf. Althoen, S. C. Indlekofer, K. H.—Katai, I., Estimation of generalized moments of additive functions over the set of shifted primes Katai, I.—van Rossum-Wijsmuller, M., Additive functions satisfying congruences WEOEAD, Fic CR ee eink wae eile Se haw cSaclSdn dws Sa WOR aie anak 229—236 Kirkovits, M. Sz., On equivalence of two variational problems in k-Lagrange spaces ... 73— 78 Kumar, A., Composition operators Ky, N. X., On an imbedding theorem Leindler, L., On the generalized strong de la Vallée Poussin approximation Leindler, L., A note on the strong de la Vallée Poussin approximation 287—291 Leindler, L., On strong approximation by Cesaro means of negative order Leindler, L.—Meir, A., An additional note on strong approximation by orthogonal Levizov, S. V., On the central limit theorem for series with respect to periodical multi- plicative systems. II 329—334 Wie; Acs CR. Beaten Besrrincissains th as peta ile tec bide Sawaal e Sted Fn ee 89— 95 Wreekat, J TMigeh: Detmetocle Sites. asetds co casiteereens (onde ccs ewe dle laa 43— 45 Nagy, P. T., Moufang Lie loops and homogeneous spaces 259—267 Nakazi, T., g-dilations and hypo-Dirichlet algebras Németh, Z., On the generalized absolute summability of double series Paul, Y., On rings satisfying (x, y, z)=(y, z, x) Paéarié, J. E.—Rasga, I., On Jessen’s inequality Pekarev, E. L., Shorts of operators and some extremal problems 147—163 Phong, B. M., On a theorem of Katai-Wirsing Phong, B. M., On additive functions with values in a compact Abelian group 249—258 Pukanszky, L., On the coadjoint orbits of connected Lie groups 347—358 Rasa, I., cf. Peéaric, J. E. van Rossum-Wijsmuller, M., cf. Katai, I. Szabé, L., Idempotent algebras with transitive automorphism groups 215—222 Varmonostory, E., Central pattern functions 223—227 Zarouf, F., cf. Esterle, J. 359—363 RE OIC MOOG EAMES ©i h oo o.0 ode SAE AODS Mh eee Re oe eee c ws wee 311—321 Zhou, S. P., On the divergence phenomena of the differentiated trigonometric projection operators 323—328 Bibliographie Algebraic Logic and Universal Algebra in Computer Science. — Analysis III. — B. AND- RASFAI, Graph Theory: Flows, Matrices. — D. K. ARRowsmitrH—C. M. PLACE, An Introduction to Dynamical Systems. — BERNARD AUPETIT, A Primer on Spect- ral Theory. — JosEPpH A. BALL—ISRAEL GOHBERG—LEIBA RODMAN, Interpolation of rational matrix functions. — Bifurcation and Chaos: Analysis, Algorithms, Ap- plications. — B6ume, Analysis 1. — P. Concus—R. FiInN—D. A. HoFFMAN, Geo- metric Analysis and Computer Graphics. — M. CoORNEART—T. DELZANT—A. PAPADOPOULOS, Géométrie et théorie des groupes. — C. CORDUNEANU, Integral equations and applications. — CSL’89. — Effective Methods in Algebraic Geo- metry. P. A. FEsER—D. A. Simovici, Mathematical Foundations of Computer Science — C. A. FLoupas—P. M. ParDALos, A Collection of Test Problems for Constrained Global Optimization Algorithms. — Functional-Analytic Methods for Partial Differential Equations. — I. M. GEL’FAND—E. G. GLAGOLEVA—E. E. SHNOL, Functions and Graphs. — B. GoLusov—A. EFrimov—V. SKVoRTSOV, Walsh Series and Transforms. — The Grothendieck Festschrift. — MARTIN C. GUTZWILLER, Chaos in Classical and Quantum Mechanics. — WERNER HEISE— PASQUALE QUATTROCCHI, Informations- und Codierungstheorie. — J. H. Hus- BARD—B. H. West, Differential Equations. — J. E. Humpueys, Reflection Groups and Coxeter Groups. — A. E. INGHAM, The Distribution of Prime Num- bers. — BERND JAHNE, Digitale Bildverarbeitung. — N. KoRNEICHUK, Exact Constants in Approximation Theory. — Logic and Computer Science. — Mathe- matical Foundations of Programming Semantics. — Mappings of Operator Algebras. — MircEA MARTIN—MiInAI PUTINAR, Lectures on Hyponormal Opera- tors. — JEAN MAWHIN—MICHEL WILLEM, Critical Point Theory and Hamiltonian Systems. — Nonlinear Analysis and Applications. — WLODZIMIERZ ODYNIEC— GRZEGORZ LEwIcKI, Minimal Projections in Banach Spaces. — Operator Algeb- ras. Unitary Representations, Enveloping Algebras, and Invariant Theory. — Paradoxa Klassische und neue Uberraschungen aus Wahrscheinlichkeitsrechnung und mathematischer Statistik. — H.-O. PErrgEN—E. MALETSKY—H. JURGENsS— T. PERCIANTE—D. SAUPE—L. YUNKER, Fractals for Classroom: Strategic Activi- ties. — A. M. PERELOMOV, Integrable Systems of Classical Mechanics and Lie Algebras. — M. H. PRorTrER—C. B. Morrey, A First Course Calculus in Real Analysis. — LAszL6 RépeI, Endliche p-Gruppen (Finite p-Groups). — ARTO SALOMAA, Public-Key Cryptography 183—203 K. ANDERSEN, Brook Taylor’s Work on Linear Perspective. — R. R. AKHMEROV— M. I. KAMEeNsKiI—A. S. Porapov—A. E. RopKINA—B. N. Sapovskul, Measures of Noncompactness and condensing Operators. — R. BALIAN, From Microphy- sics to Macrophysics, Vol I. — P. BAMBERG-—S. STERNBERG, A course in mathe- matics for students of physics. — T. BANCHOFF—J. WERMER, Linear Algebra Through Geometry. — DAvi M. Bressoub, Second Year Calculus. — Commu- tative Harmonic Analysis I., — Delay Differential Equations and Dynamical Systems. — F. DiGNE—J. MicHEL, Finite Groups of Lie Type. — L. R. Fou.ps, Graph Theory Applications. — J. LINDENSTRAUss—*’. D. MILMAN, Geometric aspect of Functional analysis. — E. HAmRER—G. WANNER, Solving Ordinary Differential Equations If., — Y. Hmvo—S. MurAKAMI—T. Narro, Functional Differential Equations witii Infinite Delay. — I. S. HuGHes, Elementary Particles. — ArTiiuR Jones—SIDNEY A. MorrIS—KENETH R. PEARSON, Abstract Algebra and Famous Impossibilities. — H. JURGENSEN—F. MIGLIORINI—J. SZEP, Semi- gioups. — FRANcES KinwAN, Complex Algebraic curves. — HELMUTH Kocu, Introduction to Classical Mathematics I. — BERNHARD KortE—LAsz_6 LovAsz— RAINER SCHRADER, Greedoids. — P. LaTIoLais, Topology and Combinatorial Group Theory. — STANISLAW LOJASIEWICZ, Introduction to Complex Analytic Geomeiry. — Mathematik, Realitat and Asthetik. — Matroid Applications. — PETER MAEYER—NIEBERG, Banach Lattices. -— Microlocal Analysis and Non- linear Waves. — Miscellanea Mathematica. — Numerical Methods for Free Boundary Problems. — JAN OKNINSKI, Semigroup Algebras. — RosertT E. O’MALLEY, Jr., Singular Perturbation Methods for Ordinary Differential Equa- tions. —- Bruce P. PALKA, An Introduction to Complex Function Theory. — Prospects in Complex Geometry. — S. PROssporF—B. SILBERMANN, Numerical Analysis for Integral and Related Operator Equations. — JEFFREY RAucH, Par- tial Differential Equations. —- REINHOLD ReEmMMERT, Funktionentheorie Il. — Representation Theory of Finite Groups and Finite-Dimensiona! Algebras. — Y. S. SAMOILENKO, Spectral Theory fo Families of Self-Adjoint Operators. — W. M. Scumipt, Diophantine Approximations and Diophantire Equations. — J. B. SEABORN, Hypergeometric Functions and Their Applications. — V. A. SMIRNOV, Renormalization and Asymptotic Expansions. — ANDRE WEIL, The Apprenticeship of a Mathematician. — ANATOLY A. ZHIGLJAVSKY, Theory of Global Random Search.

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