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         Finsler Paul:     more detail
  1. Finsler Set Theory: Platonism and Circularity: Translation of Paul Finsler's papers on set theory with introductory comments
  2. Die Mathematik an der Universität Zürich Unter den Professoren R.Feter,A.Speiser, P.Finsler (Beihefte zur Zeitschrift "Elemente der Mathematik") (German Edition) by J.J. Burckhardt, 1980-01-01
  3. Uber Kurven und Flachen in Allgemeinen Raumen by Paul Finsler, 1951
  4. Uber Kurven und Flachen in Allgemeinen Raumen (Lehrbucher und Monographien aus dem Gebiete der Exakten Wissenschaften) by Paul Finsler, 1951

81. Society For Mathematical Pychology
Zhongmin Shen (IndianaPurdue University) is an expert in finsler geometry and has Professorpaul Vos (University of East Carolina) and Professor paul Marriott
http://www.cogs.indiana.edu/socmathpsych/meetings.html
Society Meetings

2004 Annual meeting of the Society for Mathematical Psychology July 29-Aug 1, 2004
University of Michigan
Ann Arbor, Michigan
Website:
www.lsa.umich.edu/psych/smp2004
Hosted by:
Professor Jun Zhang ( junz@umich.edu Call for Papers
Papers for the meetings may be submitted by regular members, student members, and non-members. Papers will be limited to those in which mathematical, statistical, or simulation methods play a significant role in the development of psychological hypotheses or the interpretation of results. Purely theoretical developments should clearly relate to substantive issues or contribute to methodologies of obvious use in psychology, cognitive science, cognitive neuroscience, and related areas. Experimental results should bear directly on some mathematical or simulation model. For more details, see: Call For Papers - Deadline April 30, 2004 Student Travel Awards
The Society for Mathematical Psychology is providing a limited number of $100 student travel awards on a competitive basis. The purpose of these student travel awards is to subsidize the costs of travel to the Society for Mathematical Psychology Meeting. For more information, see:

82. Indice F
Translate this page Fila. Fincke, Thomas. Finé, Oronce. Finetti, Bruno de. finsler, paul. Fiore,Antonio María. Fisher, Ernest. Fisicalismo Flauti, Vicenzo. fluente.
http://ing.unne.edu.ar/Matem_diccion/p306_ind_f.htm
INDICE LETRA "F" F f. Faà di Bruno, Francesco. Faber, Georg. ... Fourier, Joseph.

83. Neubühl Zürich - Biographien
Translate this page paul Artaria Max Bill Hans finsler Hans Fischli Siegfried Giedion Friedrich TraugottGubler Max Ernst Haefeli Carl (Carlo) Hubacher Wilhelm Kienzle Emil Klöti
http://www.neubuehl.ch/geschichte/biographien.asp
Menü Geschichte Baugeschichte Sanierung Neubau Genossenschaft Biographien Dokumentationen Führungen Bücherliste Paul Artaria
Max Bill
Hans Finsler
Hans Fischli
Siegfried Giedion
Friedrich Traugott Gubler
Max Ernst Haefeli
Carl (Carlo) Hubacher
Wilhelm Kienzle
Emil Klöti
Werner Max Moser Hans Neisse Wladimir Rosenbaum-Ducommun Alfred Roth Emil Roth Hans Schmidt Rudolf Steiger Paul Artaria Geboren am 6.August 1892 in Basel Gestorben am 10. Juli 1959 in Heiden In Basel aufgewachsen und zum Bauzeichner ausgebildet, kann Artaria 1913 in das Büro des Architekten und Städtebauers Hans Bernoulli eintreten, wo er sich neben Entwürfen für Landhäuser mit Kleinhaustypen auseinandersetzt. 1920 wird er selbständig; es entsteht die Siedlung Hubmatten in Riehen und - in Zusammenarbeit mit Karl Zäslin - ein Ferienhaus auf dem Tessenberg bei Prêles. 1925 assoziiert er sich mit Hans Schmidt; er widmet sich im Büro vor allem der Ausführung, wobei sein spezielles Interesse dem Innenausbau gilt. Zusammen mit Schmidt gelangen eine ganze Reihe von Einfamilienhäusern zur Ausführung, die als Prototypen des industriellen Bauens gelten können. 1927-1929 können die beiden Architekten anstelle von Hans Bernoulli zusammen mit August Künzel die Siedlung Schorenmatten entwerfen und bauen; ab 1929 gehört dann auch Artaria zum Kreis der Neubühl-Architekten. In der Genossenschaft amtiert er als Rechnungsrevisor (bis 2. August 1930). 1930 gerät die Firma in Liquidation; Schmidt folgt kurz darauf einem Ruf nach Russland.

84. Elimination Of Variables
Example 1.5 From the projection lemma, we have the following equivalenceFigure 1.2 paul finsler 11 Apr 1894 29 Apr 1970. Lemma
http://cisl.snu.ac.kr/~lys/lmibook/lmibook4/node23.html
Elimination of variables
For some specific matrix inequalities, if is often possible to eliminate some of matrix variables. In this subsection, we will introduce several well-known examples. For these examples, we can easily derive explicit solvability tests. Lemma 1.5 The inequality
in the symmetric unknown has a solution if and only if
Proof . (Necessity) The proof of necessity is obvious by cancelling the second row and column. (Sufficiency)
Pre- and post-multiplication of ( ) by and , respectively, yields
If , from the Schur complement, the above inequality is equivalent to
Therefore any satisfying ( ) (such as for sufficiently large ) is a solution to ( Lemma 1.6 Let be a symmetric matrix partitioned into three row/columns and consider the LMI
in the unstructured matrix . There exists a solution to this LMI if and only if
) holds, one particular solution is given by
Proof ) has a solution, then ( ) just follows from ( ) by cancelling the first or second block row/column. (Sufficiency) Suppose that ( ) holds, which implies

85. VOLUME FORMS IN FINSLER SPACES
Houston Journal of Mathematicsc 1999 University of HoustonVolume 25, No. 4, 1999VOLUME FORMS IN finsler SPACESPAUL CENTORECommunicated by the editorsAbstract. This paper considers two possible volume
http://math.uh.edu/~hjm/pdf25(4)/2CENTORE.pdf

86. Finsler Geometry And Relativistic Applications
THEORETICAL LABORATORY FOR finslerGEOMETRY RELATIVISTIC APPLICATIONS. to initiatethe scientific cooperation with You, Your Institutes or Laboratories.
http://www.asanov-finsler.narod.ru/
Finsler Geometry and Relativistic Applications Beyond Lorentz Invariance
January 1, 2001

Dear Sirs: This Is the Call for Cooperation
I can propose the novel project:
THEORETICAL LABORATORY FOR FINSLER-GEOMETRY
RELATIVISTIC APPLICATIONS

    to initiate the scientific cooperation with You, Your Institutes or Laboratories.
    For my part, this should include F - RELATIVISTIC PROGRAMME :
      to develop a rigorous framework to test Lorentz-invariance;
      to extend the ordinary pseudo-Euclidean metric , Hamiltonian and mass-shells;
      to extend scalar, vector and spinor fundamental physical field equations, in classical and quantum regions; To develop the theory of fundamental physical fields; to produce corrections to Lorentz transformations, to calculate due corrections to:
        relativistic phase space volumes and matrix elements; kinematics and dynamics of particles or bodies; Gauge field theory; transitions between rapid reference frames; transformations of electromagnetic and light signals; etc.
      To design rigorous experiments to search for non-Lorentzian effects.

87. FINSLER LAPLACIANS AND MINIMAL-ENERGY MAPS

http://www.worldscinet.com/ijm/11/1101/S0129167X00000027.html
What's New New Journals Browse Journals Search ... Journal Prices
International Journal of Mathematics Volume 11, No. 1 (2000) 1-13
doi:10.1142/S0129167X00000027
FINSLER LAPLACIANS AND MINIMAL-ENERGY MAPS
PAUL CENTORE #4 1546 Route 12, Gales Ferry, CT 06335, USA
E-mail: centore@downcity.net

AMS Subject Classification: 53 For any Finsler manifold, there is a geometrically natural Laplacian operator, called the mean-value Laplacian , which generalizes the Riemannian Laplacian. We show that, like the Riemannian Laplacian (for functions), we can see the vanishing of the mean-value Laplacian at some function f as the minimizing of an energy functional e f ) by f . This energy functional e depends on a Riemannian metric canonically associated to the Finsler metric and on a canonically associated volume form. We relate this construction to a more general construction of Jost, and define a notion of harmonic mappings between Finsler manifolds.
PDF SOURCE
(191 k)
Back to Contents of Vol. 11, No. 1

88. Encre-Marine - Sommaire Des Livres
Translate this page épuisé. Topographie de la passion paul AUDI. De la vie après la mort paulFINSLER. Clés et ébauches de clés OLIVIER BARDET. Lucrèce CLAUDE GAUDIN.
http://www.vivandis.net/ENCRE/g_100.php?id=ENCRE&ru=100

89. ILLC Publications, Technical Notes (X) Series
X1996-02 Arthur Bakker, Renatus Ziegler finsler-Mengenlehre . X-1997-01 PaulDekker, David Beaver Report on ECDS An Interactive Course on the Internet .
http://www.illc.uva.nl/Publications/reportlist.php?Series=X

90. Shop: Bücher - - Bestellen Versand
Translate this page 75. Spiele Versand Bücher finsler Set Theory Platonism and Circularity. Buchfinsler Set Theory Platonism and Circularity.
http://buch.geschenke-verkauf.de/shop/index-mode-books_de-page_num-8-node-295125
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91. Untitled
Then the author's name and the last % two digits of the year follow, and (to distinguish publications made in % the same year) a letter. %
http://www.phil.cmu.edu/projects/bernays/bernaysproject.bib

92. Table Of Contents

http://134.76.163.65/agora_docs/169899TABLE_OF_CONTENTS.html
Commentarii Mathematici Helvetici
Bibliographic description for this electronic document

This is volume 10 of Commentarii mathematici Helvetici

TITLE PAGE TABLE OF CONTENTS ARTICLE Merz, K.
Einseitiges Pentadekaeder.
...
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93. Finsterhennen
Translate this page Zurück.
http://www.lexhist.ch/externe/protect/textes/d/D282.html
Finsler, Paul Finstermünz
Finsterhennen
Polit. Gem. BE, Amtsbez. Erlach. Dorf am Rand über dem Gr. Moos. Um 1220 Freineshun Veisten Hennen , franz. früher Grasse Poule
Literatur
-H.-R. Egli, Die Herrschaft Erlach, 1983
Kdm BE Land 2, 1998, 354-358
Anne-Marie Dubler

Alle Urheberrechte dieser elektronischen Publikation sind beim Historischen Lexikon der Schweiz, Bern. Für alle elektronisch publizierten Texte gelten dieselben Regeln wie für eine gedruckte Veröffentlichung. Finsler, Paul Finstermünz

94. Universitätsbibliothek Karlsruhe
papers on set theory with introductory comments / ed. by David Booth
http://www.ubka.uni-karlsruhe.de/hylib-bin/suche.cgi?opacdb=UBKA_OPAC&nd=5349876

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