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Konig Denes:     more detail

Theory of Finite and Infinite Graphs by Denes König, 1990-01-01 Theorie der Endlichen und Unendlichen Graphen: Kombinatorische Topologie der Streckenkomplexe by Denes Konig, 1950-01-01 Theorie der Endlichen und Unendlichen Graphen: Kombinatorische Topologie der Streckenkomplexe [Hardcover] by Denes Konig, 1950 Theorie Der Endlichen Und Unen by Denes Konig, 2001-05-16 Theorie der endlichen und unendlichen Graphen (Teubner-Archiv zur Mathematik) (German Edition) by Denes König, 1986-01-01 THEORIE DER ENDLICHEN UND UNENDLICHEN GRAPHEN. by Denes Konig., 1936 Theorie Der Endlichen Und Unendlichen GR by Denes Konig, 1936

lists with details

1. Untitled
   MATCHING THEORY A SAMPLER - FROM konig denes TO THE PRESENT  
   http://www.garfield.library.upenn.edu/histcomp/annualreviews/annrevcomputsci

2. New Titles In Mathematics
   14. konig denes 18841944. Theory of finite and infinite graphs Denes Konig translated by Richard McCoart with commentary by WT Tutte. Boston, Mass.  
   http://www.lib.gla.ac.uk/Subject/Maths/newbooks.shtml
   
   Extractions: check the catalogue for current availability. The list is ordered by author and title. 1. Bennett William Ralph. Introduction to signal transmission by William R. Bennett. New York London McGraw-Hill c1970. 2. Conference on Infinite Dimensional (Stochastic) Analysis and Quantum Physics 1999 Leipzig, Germany. Stochastic processes, physics, and geometry new interplays a volume in honor of Sergio Albeverio : proceedings of the Conference on Infinite Dimensional (Stochastic) Analysis and Quantum Physics, Max Planck Institute for Mathematics in the Sciences, Leipzig, January 18-22, 1999 Fritz Gesztesy ... [et al.], editors. Providence, R.I. Published by the American Mathematical Society for the Canadian Mathematical Society c2000. 1. Advanced electromagnetism foundations, theory and applications editors, Terence W. Barrett, Dale M. Grimes. Singapore London World Scientific c1995.

3. Book04
   79 konig denes and McCoart Richard tr. Theory of finite and infinite graphs. Boston Birkhauser, 1990. 426p. Commentary by WT Tutte. 511.5 K82 123915.  
   http://www.isical.ac.in/~library/book04.htm

4. Chronology Of Game Theory
   Zermelo's results were extended and generalised in two papers by denes konig and Laszlo Kalmar The reference for the konig paper is konig, denes (1927), Uber eine Schlussweise aus  
   http://www.econ.canterbury.ac.nz/hist.htm
   
   Extractions: UoC Info Econ Home Dept Info Staff ... Air Quality A Chronology of Game Theory by Paul Walker May 2001 Ancient Nobel Prize The Babylonian Talmud is the compilation of ancient law and tradition set down during the first five centuries A.D. which serves as the basis of Jewish religious, criminal and civil law. One problem discussed in the Talmud is the so called marriage contract problem: a man has three wives whose marriage contracts specify that in the case of this death they receive 100, 200 and 300 respectively. The Talmud gives apparently contradictory recommendations. Where the man dies leaving an estate of only 100, the Talmud recommends equal division. However, if the estate is worth 300 it recommends proportional division (50,100,150), while for an estate of 200, its recommendation of (50,75,75) is a complete mystery. This particular Mishna has baffled Talmudic scholars for two millennia. In 1985, it was recognised that the Talmud anticipates the modern theory of cooperative games. Each solution corresponds to the nucleolus of an appropriately defined game. In a letter dated 13 November James Waldegrave provided the first, known, minimax mixed strategy solution to a two-person game. Waldegrave wrote the letter, about a two-person version of the card game le Her, to Pierre-Remond de Montmort who in turn wrote to Nicolas Bernoulli, including in his letter a discussion of the Waldegrave solution. Waldegrave's solution is a minimax mixed strategy equilibrium, but he made no extension of his result to other games, and expressed concern that a mixed strategy "does not seem to be in the usual rules of play" of games of chance

5. Christine's Genealogy- Family Tree
   R Ayo. W denes. P denes. P Avard A Lambert. J konig. A Koenicsen  
   http://freepages.genealogy.rootsweb.com/~cmbs/kstableau.html

6. LAMA, Volume 20, Numbers 1-4
   On a Theorem of denes konig, 3132 A Determinantal Version of the Frobenius-konig Theorem, 155-166  
   http://www.csun.edu/~hcmth042/lama1to20ri.html

7. References For Konig_Denes
   References for denes König. T Gallai, denes konig, in R McCoart (trans.) denes konig, Theory of finite and infinite graphs (New York, 1990).  
   http://www-gap.dcs.st-and.ac.uk/~history/References/Konig_Denes.html

8. References For Konig_Denes
   References for the biography of denes König T Gallai, denes konig, in R McCoart (trans.) denes konig, Theory of finite and infinite graphs  
   http://www-groups.dcs.st-and.ac.uk/history/References/Konig_Denes.html

9. Auteur - Konig, Denes
   Translate this page Auteur konig, denes, 1 document trouvé. Ouvrage Theory of finite and infinite graphs konig, denes (Principal) Birkhäuser 1990 Ouvrage RdC (K).  
   http://bibli.cirm.univ-mrs.fr/Auteur.htm?numrec=061995835917760

10. Basic Library List-Discrete Math
    On Numbers and Games New York, NY Academic Press, 1976. * denes, J. and Keedwell, A.D konig, denes. Theory of Finite and Infinite Graphs New York, NY Birkhauser, 1990  
    http://www.maa.org/bll/discrete.htm
    
    Extractions: Back to Table of Contents * Albertson, Michael O. and Hutchinson, Joan P. Discrete Mathematics with Algorithms New York, NY: John Wiley, 1988. * Althoen, Steven C. and Bumcrot, Robert J. Introduction to Discrete Mathematics Boston, MA: PWS-Kent, 1988. * Biggs, Norman L. Discrete Mathematics, New York, NY: Clarendon Press, 1985, 1989. Revised Edition. * Bogart, Kenneth P. Discrete Mathematics Lexington, MA: D.C. Heath, 1988. Doerr, Alan and Levasseur, Kenneth. Applied Discrete Structures for Computer Science Chicago, IL: Science Research Association, 1985. Dossey, John A., et al. Discrete Mathematics Glenview, IL: Scott Foresman, 1986. * Epp, Susanna S. Discrete Mathematics with Applications Belmont, CA: Wadsworth, 1990. Finkbeiner, Daniel T. and Lindstrom, Wendell D. A Primer of Discrete Mathematics New York, NY: W.H. Freeman, 1987. * Gerstein, Larry J. Discrete Mathematics and Algebraic Structures New York, NY: W.H. Freeman, 1987. Grimaldi, Ralph P.

11. Descripteur - 05-XX
    Translate this page RdC (K). Ouvrage Theory of finite and infinite graphs konig, denes (Principal) Birkhäuser 1990 Ouvrage RdC (K). Congrès Combinatorial  
    http://bibli.cirm.univ-mrs.fr/Thesaurus.htm&numrec=051911157919390

12. Basic Library List-Discrete Math
    NY Academic Press, 1990. konig, denes. Theory of Finite and Infinite Graphs New York, NY Birkhauser, 1990. * Lovasz, Laszlo and  
    http://www.maa.org/BLL/discrete.htm
    
    Extractions: Back to Table of Contents * Albertson, Michael O. and Hutchinson, Joan P. Discrete Mathematics with Algorithms New York, NY: John Wiley, 1988. * Althoen, Steven C. and Bumcrot, Robert J. Introduction to Discrete Mathematics Boston, MA: PWS-Kent, 1988. * Biggs, Norman L. Discrete Mathematics, New York, NY: Clarendon Press, 1985, 1989. Revised Edition. * Bogart, Kenneth P. Discrete Mathematics Lexington, MA: D.C. Heath, 1988. Doerr, Alan and Levasseur, Kenneth. Applied Discrete Structures for Computer Science Chicago, IL: Science Research Association, 1985. Dossey, John A., et al. Discrete Mathematics Glenview, IL: Scott Foresman, 1986. * Epp, Susanna S. Discrete Mathematics with Applications Belmont, CA: Wadsworth, 1990. Finkbeiner, Daniel T. and Lindstrom, Wendell D. A Primer of Discrete Mathematics New York, NY: W.H. Freeman, 1987. * Gerstein, Larry J. Discrete Mathematics and Algebraic Structures New York, NY: W.H. Freeman, 1987. Grimaldi, Ralph P.

13. Citations Theorie Der Endlichen Und Unendlichen Graphen - Konig
    A. Liebers, Planarizing Graphs , JGAA, 5(1) 1 74 (2001) 5 graph have the same degree d, the graph is called d regular (or just regular ) A . denes konig.  
    http://citeseer.ist.psu.edu/context/294528/0

14. Alumni
    Programs. Cambridge, MA The MIT Press; konig, denes (1990). Theory of Finite and Infinite Graphs, Birhhauser; Grotschel, Martin (1988).  
    http://www.cse.iitk.ac.in/~amit/courses/768/00/mohana/references.html

15. TYP RV AUT De Marco, Tom ZAUT DE MARCO, TOM RVO DEMARCO (Tom) VAL
    Translate this page AND/ITS/APPLICATIONS ZMCL CALCUL/OPERATIONNEL / TRANSFORMATION/LAPLACE / // TIT THEORIE DER ENDLICHEN UND UNENDLICHEN GRAPHEN AUT konig, denes ZAUT konig  
    http://www.loria.fr/projets/dilib/DILIB_ROOT/Sample/InriaCdd/RocBibTx/RocBib.tes
    
    Extractions: TYP RV AUT De Marco, Tom ZAUT DE MARCO, TOM RVO DEMARCO (Tom) VAL JCLM // TYP RV AUT Mueller, Ingo ZAUT MUELLER, INGO RVO MULLER (Ingo) VAL JCLM // TYP P / C TIT Genie logiciel : le second souffle ? : actes SLA des Journees BIGRE 83, Le Cap d'Agde, 17-19 octobre 1983 ; org. par M. Galinier et P. Maurice ; avec l'aide de l'AFCET et de l'INRIA ; avec le concours de l'Association pour le developpement de l'enseignement, de l'economie et des recherches de Midi-Pyrenees. - Rennes : IRISA, 1983. - VII p. 363-703 ; 30 cm. - (BIGRE ; no 36, octobre 1983). ISS 0221-5225 AUT Galinier, Michel. Ed. / Maurice, Pierre. Ed. ZAUT GALINIER, MICHEL. ED. / MAURICE, PIERRE. ED. RSP AFCET / INRIA NOC JOURNEES BIGRE LOC AGDE / CAP D'AGDE DAC 17-10-1983 COLP BIGRE NUL 036 DAT 1983 LAN F DIS C COT OK005.0 MCL / GENIE LOGICIEL / SPECIFICATION LOGICIEL / CONCEPTION LOGICIEL / PROLOG / OUTIL LOGICIEL / VALIDATION LOGICIEL / ATELIER LOGICIEL / MOT GENIE/LOGICIEL///LE/SECOND/SOUFFLE/////ACTES/JOURNEES/BIGRE ZMCL / GENIE/LOGICIEL / SPECIFICATION/LOGICIEL / CONCEPTION/LOGICIEL / PROLOG / OUTIL/LOGICIEL / VALIDATION/LOGICIEL / ATELIER/LOGICIEL / // TYP TE TIT Maintenance en univers stochastique : modele et optimisation AUT Marie, Raymond ZAUT MARIE, RAYMOND THV RENNES THA 1972 DAT 1972 LAN F DIS T-Arc SUP P / 2F COT H0981 MCL / FIABILITE / MAINTENANCE / PANNE / MOT MAINTENANCE/EN/UNIVERS/STOCHASTIQUE///MODELE/ET/OPTIMISATION ZMCL / FIABILITE / MAINTENANCE / PANNE / // TYP TE TIT Generation (La) des operateurs pour l'analyse des formes AUT Rothenberg, David ZAUT ROTHENBERG, DAVID THV PARIS 06 THA 1973 DAT 1973 LAN F DIS T-Arc SUP P / 1F COT U1131 MCL / RECONNAISSANCE IMAGE / ANALYSE FORME / MOT GENERATION//LA//DES/OPERATEURS/POUR/L/ANALYSE/DES/FORMES ZMCL / RECONNAISSANCE/IMAGE / ANALYSE/FORME / // TYP T3 TIT Application de la theorie des graphes au choix des investissements dans un reseau electrique sujet a avaries AUT Rubinstein, Marie-Claire ZAUT RUBINSTEIN, MARIE-CLAIRE THV PARIS 06 THA 1974 DAT 1974 LAN F DIS T-Arc SUP P / 2F COT G1104 MCL / RESEAU ELECTRIQUE / THEORIE GRAPHE / FLOT MAXIMAL / MOT APPLICATION/DE/LA/THEORIE/DES/GRAPHES/AU/CHOIX/DES/INVESTISSEMENTS/DANS/UN/RES- EAU/ELECTRIQUE/SUJET/A/AVARIES ZMCL / RESEAU/ELECTRIQUE / THEORIE/GRAPHE / FLOT/MAXIMAL / // TYP RV RSP JANOS BOLYAI MATHEMATICAL SOCIETY. Budapest (HU) RVO BOLYAI JANOS MATEMATIKAI TARSULAT. Budapest (HU) VAL JCLM // TYP RV RSP OTAN. AGARD / OTAN. Advisory group for aerospace research and defense. Neuilly-sur-Seine RVO OTAN. AGARD VAL JCLM / VAL // TYP RV RSP INTERNATIONAL ASSOCIATION FOR MATHEMATICS AND COMPUTERS IN SIMULATION RVO ASSOCIATION INTERNATIONALE POUR LES MATHEMATIQUES ET CALCULATEURS EN SIMULATIO- N,IMACS VAL JCLM // TYP RV RSP EUROPEN RVO EUUG / EUROPEAN UNIX USERS GROUP VAL JCLM // TIT ORTHOGONAL POLYNOMIALS AUT Szego, Gabor ZAUT SZEGO, GABOR DAT 1939 LAN A COT D0050 MCL / POLYNOME ORTHOGONAL / POLYNOME JACOBI / POLYNOME LAGUERRE / POLYNOME HERMITE / FACTORISATION POLYNOME / INTERPOLATION / EDI AMS,PROVIDENCE MOT ORTHOGONAL/POLYNOMIALS ZMCL / POLYNOME/ORTHOGONAL / POLYNOME/JACOBI / POLYNOME/LAGUERRE / POLYNOME/HERMIT- E / FACTORISATION/POLYNOME / INTERPOLATION / // TIT LECONS D'ALGEBRE MODERNE AUT Dubreil, P. / Dubreil-Jacotin, M.L. ZAUT DUBREIL, P. / DUBREIL-JACOTIN, M.L. COL Collection universitaire de mathematiques NUL 006 DAT 1961 LAN F COT C0004 MCL / GROUPE / ANNEAU / CORPS / TREILLIS / ESPACE VECTORIEL / EDI DUNOD,PARIS MOT LECONS/D/ALGEBRE/MODERNE ZMCL / GROUPE / ANNEAU / CORPS / TREILLIS / ESPACE/VECTORIEL / // TIT MATHEMATICAL METHODS FOR DIGITAL COMPUTERS : 2 AUT Ralston, Anthony. Ed. / Wilf, Herbert S.. Ed. ZAUT RALSTON, ANTHONY. ED. / WILF, HERBERT S.. ED. DAT 1967 LAN A COT B0242/B0242a/B0242b/B0242c MCL / ANALYSE NUMERIQUE / ALGOL / FORTRAN / EDI J. WILEY AND SONS,NEW YORK MOT MATHEMATICAL/METHODS/FOR/DIGITAL/COMPUTERS///2 ZMCL / ANALYSE/NUMERIQUE / ALGOL / FORTRAN / // TIT THEORY OF PROBABILITY AUT Gnedenko, B.V. ZAUT GNEDENKO, B.V. DAT 1966 LAN A NOT 04492 (ed. 1968) COT H0052 MCL / PROBABILITE / CHAINE MARKOV / VARIABLE ALEATOIRE / DISTRIBUTION / LOI GRAND NOMBRE / FONCTION CARACTERISTIQUE / THEOREME LIMITE / PROCESSUS STOCHASTIQUE / THEORIE FILE ATTENTE / STATISTIQUE / EDI CHELSEA,NEW YORK MOT THEORY/OF/PROBABILITY ZMCL / PROBABILITE / CHAINE/MARKOV / VARIABLE/ALEATOIRE / DISTRIBUTION / LOI/GRAND- /NOMBRE / FONCTION/CARACTERISTIQUE / THEOREME/LIMITE / PROCESSUS/STOCHASTIQUE / THEORIE/FILE/ATTENTE / STATISTIQUE / // TIT RELATIVISTIC HYDRODYNAMICS AND MAGNETOHYDRODYNAMICS AUT Lichnerowicz, Andre ZAUT LICHNEROWICZ, ANDRE DAT 1967 LAN A COT T0211 MCL / HYDRODYNAMIQUE / MAGNETOHYDRODYNAMIQUE / CONDUCTIVITE / RELATIVITE / EDI W.A. BENJAMIN,NEW YORK MOT RELATIVISTIC/HYDRODYNAMICS/AND/MAGNETOHYDRODYNAMICS ZMCL / HYDRODYNAMIQUE / MAGNETOHYDRODYNAMIQUE / CONDUCTIVITE / RELATIVITE / // TIT FUNCTIONS OF A COMPLEX VARIABLE AUT Fuks, B.A. / Levin, V.I. ZAUT FUKS, B.A. / LEVIN, V.I. DAT 1961 LAN A COT G0011 MCL / FONCTION COMPARAISON / DOMAINE STABILITE / THEOREME WEIERSTRASS / FONCTION CYLINDRIQUE / FONCTION BESSEL / FONCTION ALGEBRIQUE / EQUATION DIFFERENTIELLE / TRANSFORMATION LAPLACE / INTEGRATION / HURWITZ / EDI PERGAMON,NEW YORK MOT FUNCTIONS/OF/A/COMPLEX/VARIABLE ZMCL / FONCTION/COMPARAISON / DOMAINE/STABILITE / THEOREME/WEIERSTRASS / FONCTION/- CYLINDRIQUE / FONCTION/BESSEL / FONCTION/ALGEBRIQUE / EQUATION/DIFFERENTIELLE / TRANSFORMATION/LAPLACE / INTEGRATION / HURWITZ / // TIT THEORIE DER KONVEXEN KORPER AUT Bonnesen, T. / Fenchel, W. ZAUT BONNESEN, T. / FENCHEL, W. COL Ergebnisse der Mathematik und ihrer Grenzgebiete NUL 001 DAT 1948 LAN D COT G0038 MCL / CORPS CONVEXE / EDI CHELSEA,NEW YORK MOT THEORIE/DER/KONVEXEN/KORPER ZMCL / CORPS/CONVEXE / // TIT Optimal control : an introduction to the theory and its applications AUT Athans, Michael / Falb, Peter L. ZAUT ATHANS, MICHAEL / FALB, PETER L. DAT 1966 LAN A COT L0059 MCL / COMMANDE OPTIMALE / PRINCIPE MINIMUM / EQUATION HAMILTON-JACOBI / SYSTEME OPTIMAL / CONCEPTION SYSTEME / EDI MCGRAW-HILL,NEW YORK MOT OPTIMAL/CONTROL///AN/INTRODUCTION/TO/THE/THEORY/AND/ITS/APPLICATIONS ZMCL / COMMANDE/OPTIMALE / PRINCIPE/MINIMUM / EQUATION/HAMILTON-JACOBI / SYSTEME/O- PTIMAL / CONCEPTION/SYSTEME / // TIT FOURIER TRANSFORMS AUT Sneddon, Ian N. ZAUT SNEDDON, IAN N. COL International series in pure and applied mathematics DAT 1951 LAN A COT D0016 MCL / TRANSFORMEE FOURIER / TRANSFORMATION HANKEL / VIBRATION / CONDUCTION THERMIQUE / HYDRODYNAMIQUE / PHYSIQUE NUCLEAIRE / EDI MCGRAW-HILL,NEW YORK MOT FOURIER/TRANSFORMS ZMCL / TRANSFORMEE/FOURIER / TRANSFORMATION/HANKEL / VIBRATION / CONDUCTION/THERMI- QUE / HYDRODYNAMIQUE / PHYSIQUE/NUCLEAIRE / // TIT LECTURES IN ABSTRACT ALGEBRA : 2 : LINEAR ALGEBRA AUT Jacobson, Nathan ZAUT JACOBSON, NATHAN DAT 1953 LAN A COT C0029 MCL / ALGEBRE ABSTRAITE / ESPACE VECTORIEL / TRANSFORMATION LINEAIRE / ESPACE EUCLIDIEN / EDI VAN NOSTRAND,PRINCETON MOT LECTURES/IN/ABSTRACT/ALGEBRA///2///LINEAR/ALGEBRA ZMCL / ALGEBRE/ABSTRAITE / ESPACE/VECTORIEL / TRANSFORMATION/LINEAIRE / ESPACE/EUC- LIDIEN / // TIT OPERATIONAL CALCULUS IN TWO VARIABLES AND ITS APPLICATIONS AUT Ditkin, V.A. / Prudnikov, Anatolij Platonovich ZAUT DITKIN, V.A. / PRUDNIKOV, ANATOLIJ PLATONOVICH DAT 1962 LAN A COT D0005 MCL CALCUL OPERATIONNEL / TRANSFORMATION LAPLACE / EDI PERGAMON,OXFORD MOT OPERATIONAL/CALCULUS/IN/TWO/VARIABLES/AND/ITS/APPLICATIONS ZMCL CALCUL/OPERATIONNEL / TRANSFORMATION/LAPLACE / // TIT THEORIE DER ENDLICHEN UND UNENDLICHEN GRAPHEN AUT Konig, Denes ZAUT KONIG, DENES DAT 1935 LAN D COT G0179 MCL / THEORIE GRAPHE / GRAPHE LIMITE / GRAPHE INFINI / FAISCEAU / EDI CHELSEA,NEW YORK MOT THEORIE/DER/ENDLICHEN/UND/UNENDLICHEN/GRAPHEN ZMCL / THEORIE/GRAPHE / GRAPHE/LIMITE / GRAPHE/INFINI / FAISCEAU / // TIT METHODS OF MATHEMATICAL PHYSICS : 2 : PARTIAL DIFFERENTIAL EQUATIONS ISB 0-470-17985-6 AUT Courant, Robert / Hilbert, David ZAUT COURANT, ROBERT / HILBERT, DAVID DAT 1962 LAN A COT E0042 MCL / EDP / POTENTIEL / EDI J. WILEY AND SONS,NEW YORK MOT METHODS/OF/MATHEMATICAL/PHYSICS///2///PARTIAL/DIFFERENTIAL/EQUATIONS ZMCL / EDP / POTENTIEL / // TIT MATHEMATICAL METHODS AND THEORY IN GAMES PROGRAMMING AND ECONOMICS : 1 : MATRIX GAMES PROGRAMMING AND MATHEMATICAL ECONOMICS AUT Karlin, Samuel ZAUT KARLIN, SAMUEL COL Addison-Wesley series in statistics DAT 1959 LAN A COT J0523 MCL / THEORIE JEU / PROGRAMMATION LINEAIRE / AIDE DECISION / PROGRAMMATION NON LINEAIRE / ECONOMIE MATHEMATIQUE / EDI PERGAMON,OXFORD MOT MATHEMATICAL/METHODS/AND/THEORY/IN/GAMES/PROGRAMMING/AND/ECONOMICS///1///MATRI- X/GAMES/PROGRAMMING/AND/MATHEMATICAL/ECONOMICS ZMCL / THEORIE/JEU / PROGRAMMATION/LINEAIRE / AIDE/DECISION / PROGRAMMATION/NON/LI- NEAIRE / ECONOMIE/MATHEMATIQUE / // TIT FUNCTIONS OF A COMPLEX VARIABLE AND SOME OF THEIR APPLICATIONS AUT Fuks, B.A. / Shabat, B.V. ZAUT FUKS, B.A. / SHABAT, B.V. DAT 1964 LAN A COT G0164 MCL / VARIABLE COMPLEXE / ANALYSE COMPLEXE / FONCTION ELEMENTAIRE / HARMONIQUE / EDI PERGAMON,OXFORD MOT FUNCTIONS/OF/A/COMPLEX/VARIABLE/AND/SOME/OF/THEIR/APPLICATIONS ZMCL / VARIABLE/COMPLEXE / ANALYSE/COMPLEXE / FONCTION/ELEMENTAIRE / HARMONIQUE / // TIT FONCTIONS SPHERIQUES DE LEGENDRE ET FONCTIONS SPHEROIDALES : 2 AUT Robin, Louis ZAUT ROBIN, LOUIS COL Collection technique et scientifique du CNET DAT 1958 LAN F COT G0149 MCL / FONCTION SPHERIQUE LEGENDRE / FONCTION SPHEROIDALE / POLYNOME LEGENDRE / POLYNOME LAPLACE / EDI GAUTHIER-VILLARS,PARIS MOT FONCTIONS/SPHERIQUES/DE/LEGENDRE/ET/FONCTIONS/SPHEROIDALES///2 ZMCL / FONCTION/SPHERIQUE/LEGENDRE / FONCTION/SPHEROIDALE / POLYNOME/LEGENDRE / POLYNOME/LAPLACE / // TIT LEHRE VON DEN KETTENBRUCHEN : 1 AUT Perron, Oskar ZAUT PERRON, OSKAR DAT 1954 LAN D COT G0070 MCL / FRACTION CONTINUE / NOMBRE REGULIER / NOMBRE PERIODIQUE / EDI B.G. TEUBNER,STUTTGART MOT LEHRE/VON/DEN/KETTENBRUCHEN///1 ZMCL / FRACTION/CONTINUE / NOMBRE/REGULIER / NOMBRE/PERIODIQUE / // TIT INPUT LANGUAGE FOR AUTOMATIC PROGRAMMING SYSTEMS AUT Yershov, A.P. / Kozhukhin, G.I. / Voloshin, V.M. ZAUT YERSHOV, A.P. / KOZHUKHIN, G.I. / VOLOSHIN, V.M. COL APIC studies in data processing NUL 003 DAT 1963 LAN A COT R0057 MCL / ALGOL 60 / EDI ACADEMIC PRESS,LONDON MOT INPUT/LANGUAGE/FOR/AUTOMATIC/PROGRAMMING/SYSTEMS ZMCL / ALGOL/60 / // TIT ZUR THEORIE DER KATEGORIEN AUT Kurosh, A.G. / Liwschitz, A.C. / Schulgeifer, E.G. / Zalenko, M.S. ZAUT KUROSH, A.G. / LIWSCHITZ, A.C. / SCHULGEIFER, E.G. / ZALENKO, M.S. DAT 1963 LAN D COT G0061 MCL / CATEGORIE / THEORIE CATEGORIE / EDI VEB DEUTSCHER VERLAG DER WISSENSCHAFTEN,BERLIN MOT ZUR/THEORIE/DER/KATEGORIEN ZMCL / CATEGORIE / THEORIE/CATEGORIE / // TIT Homological algebra SLA Henri Cartan and Samuel Eilenberg. - 5th print. - Princeton : Princeton university press,1966. - XV- 390 p. ; 23 cm. La 1ere impr. est de 1956. AUT Cartan, Henri / Eilenberg, Samuel ZAUT CARTAN, HENRI / EILENBERG, SAMUEL DAT 1966 LAN A COT C0017 MCL / ANNEAU / HOMOLOGIE / GROUPE FINI / ALGEBRE LIE / SUITE SPECTRALE / MOT HOMOLOGICAL/ALGEBRA ZMCL / ANNEAU / HOMOLOGIE / GROUPE/FINI / ALGEBRE/LIE / SUITE/SPECTRALE / // TIT INTEGRALTAFEL : 2 AUT Grobner, Wolfgang / Groebner, Wolfgang / Hofreiter, Nikolaus ZAUT GROBNER, WOLFGANG / GROEBNER, WOLFGANG / HOFREITER, NIKOLAUS DAT 1966 LAN D COT D0030 MCL / TABLE INTEGRALE / INTEGRALE DEFINIE / EDI SPRINGER,WIEN MOT INTEGRALTAFEL///2 ZMCL / TABLE/INTEGRALE / INTEGRALE/DEFINIE / // TIT INTEGRALTAFEL : 1 AUT Groebner, Wolfgang / Grobner, Wolfgang / Hofreiter, Nikolaus ZAUT GROEBNER, WOLFGANG / GROBNER, WOLFGANG / HOFREITER, NIKOLAUS COL AGARDograph DAT 1965 LAN D COT D0029 MCL / TABLE INTEGRALE / INTEGRALE INDEFINIE / EDI SPRINGER,WIEN MOT INTEGRALTAFEL///1 ZMCL / TABLE/INTEGRALE / INTEGRALE/INDEFINIE / // TIT HANDBUCH DER LAPLACE-TRANSFORMATION : 1 : THEORIE DER LAPLACE-TRANSFORMATION AUT Doetsch, Gustav ZAUT DOETSCH, GUSTAV COL Lehrbucher und Monographien aus dem Gebiete der exakten Wissenschaften : Mathematische Reihe NUL 014 DAT 1950 LAN D COT D0135 MCL TRANSFORMATION LAPLACE / TRANSFORMEE FOURIER / EQUATION PARSEVAL / THEOREME ABEL / THEOREME TAUBER / EDI BIRKHAUSER,BASEL MOT HANDBUCH/DER/LAPLACE/TRANSFORMATION///1///THEORIE/DER/LAPLACE/TRANSFORMATION ZMCL TRANSFORMATION/LAPLACE / TRANSFORMEE/FOURIER / EQUATION/PARSEVAL / THEOREME/AB- EL / THEOREME/TAUBER / // TIT HANDBUCH DER LAPLACE-TRANSFORMATION : 2 : ANWENDUNGEN DER LAPLACE-TRANSFORMATI- ON AUT Doetsch, Gustav ZAUT DOETSCH, GUSTAV COL Lehrbucher und Monographien aus dem Gebiete der exakten Wissenschaften : Mathematische Reihe DAT 1955 LAN D COT D0136 MCL / TRANSFORMATION LAPLACE / EQUATION DIFFERENTIELLE / CONVERGENCE / EDI BIRKHAUSER,BASEL MOT HANDBUCH/DER/LAPLACE/TRANSFORMATION///2///ANWENDUNGEN/DER/LAPLACE/TRANSFORMATI- ON ZMCL / TRANSFORMATION/LAPLACE / EQUATION/DIFFERENTIELLE / CONVERGENCE / // TIT HANDBUCH DER LAPLACE-TRANSFORMATION : 3 : ANWENDUNGEN DER LAPLACE-TRANSFORMATI- ON AUT Doetsch, Gustav ZAUT DOETSCH, GUSTAV COL Lehrbucher und Monographien aus dem Gebiete der exakten Wissenschaften : Mathematische Reihe NUL 019 DAT 1956 LAN D COT D0137 MCL / EDP / TRANSFORMATION LAPLACE / INTEGRALE / EDI BIRKHAUSER,BASEL MOT HANDBUCH/DER/LAPLACE/TRANSFORMATION///3///ANWENDUNGEN/DER/LAPLACE/TRANSFORMATI- ON ZMCL / EDP / TRANSFORMATION/LAPLACE / INTEGRALE / // TYP C TIT SYSTEMES VISUELS D'ENTREE-SORTIE CONNECTES A DES CALCULATEURS NOC JOURNEE D'ETUDES SUR LES SYSTEMES VISUELS D'ENTREE-SORTIE CONNECTES A DES CALCULATEURS LOC PARIS DAC 27-10-1967 DAT 1967 LAN F DIS C COT O0016 MCL / SYSTEME VISUALISATION / ENTREE-SORTIE / EQUIPEMENT ELECTRONIQUE / VISUALISA- TION TOPOGRAPHIQUE / EDI DRME,PARIS MOT SYSTEMES/VISUELS/D/ENTREE/SORTIE/CONNECTES/A/DES/CALCULATEURS/JOURNEE/D/ETUDES- /SUR/LES/SYSTEMES/VISUELS/D/ENTREE/SORTIE/CONNECTES/A/DES/CALCULATEURS ZMCL / SYSTEME/VISUALISATION / ENTREE-SORTIE / EQUIPEMENT/ELECTRONIQUE / VISUALISA- TION/TOPOGRAPHIQUE / //

16. Triathlon ACT
    Nye/Brian/Brad. konig/McLachlan/Flemming. T. 9. 10. 10. 10. Christy/denes/Rick. Kelly/Illyes/Owen  
    http://www.triathlonact.com.au/points/novice_race3.htm
    
    Extractions: Pl First Surname Club Cat Pl Total Vicki Godfrey F Mel Podger Bilbys F Felicity Lynch F Patricia Mc Kibbin Tridents F Michelle McLeod Tridents F Emma Whipp F Lisa Andrews F Holly Hutton F Wendy Haywood F Rebecca Page Bilbys F Laure Smith F Kate O'Brien Bilbys F Diane Walker F Sarah Gibson F Susanne Navakas F Tessa Smith F Lauren Chapman F Julie Quinn Bilbys F Kym Ireland F Helen Kehoe F Allison Jones F Sandy Lutton Tridents F Camilla Brent F Emma Cargill F Dominique Wilson F Patricia Mc Kibbin Tridents Michelle McLeod Tridents Emma Whipp Lisa Andrews Nicole Daley Wendy Haywood Rebecca Page Bilbys Christina Brockway Kym Ireland Laure Smith Saskia Vervoorn Bilbys Tessa Smith Amy Rugendyke Bilbys Lauren Chapman Holly Hutton Kristie Ramsland Sarah Gibson Emily Hooper Roxanne White Bilbys Vicki Godfrey Leanne Billington Bilbys Kate Hodge Bilbys Anne Wilson Tridents Michelle Hoy Isabele Legge Natalie Pietrobon Mel Podger Bilbys Allison Jones Melissa Backhouse Sarah Anyon Bilbys Annette Bugni Bilbys Naomi Hedgecoe Bilbys Kirstie Simpson Sally Curtis Sarah Page Tridents Anne Sheehan Felicity Lynch Kate O'Brien Bilbys Julie Quinn Bilbys Emily Viner Alison Evans Vikings Mel Podger Bilbys Heidi Flaxman Tridents Karen McDonald

17. Doc Typ E RV /e /typ Aut E De Marco, Tom /e /aut Rvo
    konig, denes /e /aut  
    http://www.loria.fr/projets/dilib/DILIB_ROOT/SYSTEMS/SunOs/Dilib/Test/RocBibTx.t
    
    Extractions: RV De Marco, Tom DEMARCO (Tom) JCLM RV Mueller, Ingo MULLER (Ingo) JCLM P C Genie logiciel : le second souffle ? : actes Galinier, Michel. Ed. Maurice, Pierre. Ed. AFCET INRIA JOURNEES BIGRE BIGRE F C GENIE LOGICIEL SPECIFICATION LOGICIEL CONCEPTION LOGICIEL PROLOG OUTIL LOGICIEL VALIDATION LOGICIEL ATELIER LOGICIEL TE Maintenance en univers stochastique : modele et optimisation Marie, Raymond RENNES F T-Arc P FIABILITE MAINTENANCE PANNE TE Rothenberg, David PARIS 06 F T-Arc P RECONNAISSANCE IMAGE ANALYSE FORME Application de la theorie des graphes au choix des investissements dans un reseau electrique sujet a avaries Rubinstein, Marie-Claire PARIS 06 F T-Arc P RESEAU ELECTRIQUE THEORIE GRAPHE FLOT MAXIMAL RV JANOS BOLYAI MATHEMATICAL SOCIETY. Budapest (HU) BOLYAI JANOS MATEMATIKAI TARSULAT. Budapest (HU) JCLM RV OTAN. AGARD OTAN. Advisory group for aerospace research and defense. Neuilly-sur-Seine OTAN. AGARD JCLM VAL RV INTERNATIONAL ASSOCIATION FOR MATHEMATICS AND COMPUTERS IN SIMULATION ASSOCIATION INTERNATIONALE POUR LES MATHEMATIQUES ET CALCULATEURS EN SIMULATION,IMACS JCLM RV EUROPEN JCLM ORTHOGONAL POLYNOMIALS Szego, Gabor

18. An Undergraduate Program In Computer Science—preliminary Recommendations
    63 konig, denes. Theorie der endlichen und endlichen Graphen, Kombinatorische Topologie der Streckenkomplexe. Chelsea Publishing Co., New York, 1950.  
    http://portal.acm.org/citation.cfm?id=366069&dl=ACM&coll=portal&CFID=11111111&CF

19. Graph Theory
    In which case we can strengthen the bound to (3/2)d1/2. We consider this section with an important theorem by Hungarian mathematician denes konig.  
    http://www.personal.kent.edu/~rmuhamma/GraphTheory/MyGraphTheory/coloring.htm
    
    Extractions: Vertex Coloring Let G be a graph with no loops. A k -coloring of G is an assignment of k colors to the vertices of G in such a way that adjacent vertices are assigned different colors. If G has a k -coloring, then G is said to be k -coloring, then G is said to be k -colorable. The chromatic number of G, denoted by X(G), is the smallest number k for which is k -colorable. For example, 3-coloring 4-coloring 5-coloring Not a permissible coloring, since one of the edge has color blue at both ends. Lower Bound of X(G) To obtain a lower bound for X(G), we look for the largest complete subgraph in G. For example, consider the following graph. Since this graph contains the complete graph K Upper Bound of X(G) Theorem 1 Proof Idea Mathematical induction on the number of vertices of G. We can prove the following slightly stronger theorem, which illustrates the same idea. Brook's Theorem 2 To illustrate the use of Brook's theorem, consider graph G. Since G contains the complete graph K It is important to note that Brook's theorem does not always give a tight bound. For example, if G is the bipartite graph k

20. Terminkalender
    Translate this page 21.09.2003 Sonntag, Geburtstag Sterbetag denes konig (1884), Schauder (1899), Phyllis Nicolson (1917) Cardan (1576), Ivory (1842), Milne (1950).  
    http://www.fmi.uni-leipzig.de/aktuell/termine.html

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