Lexikon Juliusz Schauder juliusz schauder aus der freien EnzyklopädieWikipedia und steht unter der GNU Lizenz. Die Liste der Autoren ist http://lexikon.freenet.de/Juliusz_Schauder
Extractions: Sie sind hier: Startseite Lexikon Juliusz Schauder Juliusz PaweÅ Schauder 21. September in Lvov ; â September ) war ein polnischer Mathematiker Er wurde gleich nach seinem Abitur 1917 zum 1. Weltkrieg einberufen, in dem er bald in italienische Kriegsgefangenschaft geriet. 1919 begann er sein Studium in Lvov, 1923 promovierte er bereits. Da er an der Universit¤t keine Stelle bekam, unterrichtete er als Gymnasiallehrer und betrieb seine mathematische Forschung nebenher. Ein Stipendium erm¶glichte ihm ab 1932 Forschungsreisen nach Leipzig und vor allem Paris, wo fruchtbare Zusammenarbeit mit Jean Leray begann. Nach Ausbruch des
Bibliography schauder, juliusz Pawel, 18991943, Oeuvres / sous la redactions de Jan Kisynski,Wladyslaw Orlicz, Marceli Stark, Warszawa, PWN - Editions Scientifiques de http://www.library.cornell.edu/math/bibliography/display.cgi?start=S&
Encyclopedia: Juliusz Schauder Other descriptions of juliusz schauder. juliusz Pawel schauder (18991943) wasa Polish mathematician. Born on September 21, 1899 in Lwów, he had to fight http://www.nationmaster.com/encyclopedia/Juliusz-Schauder
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Topology Atlas: Topology-Related Journals Topological Methods in Nonlinear Analysis juliusz schauder Center for NonlinearStudies, Nicholas Copernicus University, Torun; Homology, Homotopy and http://at.yorku.ca/list/publjour.htm
Extractions: Topology Atlas What's New Search and List Mathematica Japonica Japanese Association of Mathematical Sciences , Osaka] Commentationes Mathematicae Universitatis Carolinae Mathematical Institute of Charles University , Prague] Quaestiones Mathematicae South African Mathematical Society Journal of the London Mathematical Society Cambridge University Press ... Zanichelli Editore , Bologna] Archiv der Mathematik Mathematisches Forschungsinstitut Oberwolfach , Basel]
T AA10489252 ISSN0192592X THE Journal Technological juliusz schauder Center, c1993.(juliusz schauder Center for Nonlinear St).. AA00864264 , ISSN00409383. Topology. Vol. 1 (Jan./Mar. 1962)-. http://www.nul.nagoya-u.ac.jp/db/zasshi/2005/yo_t.html
Extractions: ISSN:0192592X T.H.E. journal : technological horizons in education journal. Information Synergy, 19.(Information Synergy)[§] ISSN:16110803 Tanz-journal. 03, 1 (Jan. 2003)-. K. Kieser Verlag, 2003-.(K. Kieser Verlag)[u§] Tappi journal. Vol. 1, no. 1 (Mar. 2002)-. Tappi, 2002-.(Technical Assoc. of the Pulp and Paper)[§] ISSN:13664530 Teacher development : an international journal of teachers' professional development. Triangle Journals.(Triangle)[NRñ§] ISSN:01614681 Teachers College record / Teachers College, Columbia University. Vol. 72, no. 1 (Sept. 1970)-. Teachers College, Colum bia University, 1970-.(Blackwell Publishers)[§] ISSN:01455788 Teaching philosophy. Vol. 1, no. 1 (summer 1975)-. [s.n.], c1975-.(Philosophy Documentation Center)[G§] ISSN:87563894 ISSN:03730719 H ISSN:00401625 Technological forecasting and social change. Vol. 2, no. 1 (1970)-. Elsevier.(Elsevier)[u§] oÏ ISSN:0040165X Technology and culture / Society for the History of Technology. Vol. 1 (winter 1959)-. Wayne State University Press, c1 960-.(Johns Hopkins University Press)[G§]
Biography-center - Letter S schauder, juliusz wwwhistory.mcs.st-and.ac.uk/~his tory/Mathematicians/schauder.html;Schaumann, J¶rgen Nilsen www.whonamedit.com/doctor.cfm/564.html http://www.biography-center.com/s.html
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Katedra Rownan Rozniczkowych Dedicated to juliusz schauder, 18991943. Topol.Methods Nonlinear Anal. 15 (2000),no. 1, 187190. 55P91 (55M20); Jankowski, Tadeusz On some difference http://www.mif.pg.gda.pl/zrr/publi.html
Extractions: Izydorek, Marek; Marzantowicz, Wac³aw Equivariant mapsbetween cohomology spheres. Topol. Methods Nonlinear Anal. 5 (1995), no.2, 279289. 55M25 (55M35 57S17) Izydorek, Marek; Jaworowski, Jan Antipodal coincidencefor maps of spheres into complexes. Proc. Amer. Math. Soc. 123 (1995),no. 6, 19471950. 55M20 (55M35) Jankowski, Tadeusz; Kwapisz, Marian Convergence of numericalmethods for systems of neutral functional-differential-algebraic equations.Appl. Math. 40 (1995), no. 6, 457472. 65L05 (34A09 65L20) Jankowski, Tadeusz Numerical solution of boundary valueproblems for retarded differential equations with a parameter. NihonkaiMath. J. 6 (1995), no. 2, 115128. 65L10 (34K10) Jankowski, T. Approximate solutions of boundary valueproblems for systems of ordinary differential equations. Zh. Vychisl. Mat.i Mat. Fiz. 35 (1995), no. 7,10501057 translation in Comput. Math. Math.Phys. 35 (1995), no. 7, 837843. 65L10 (34A45) Kuna, M.; Majewski, W. A. Quantum dynamical system withhyperbolic instabilities. Internat. J. Theoret. Phys. 34 (1995), no. 11,22052216. 81Q50 Izydorek, Marek; Rybicki, S³awomir; Szafraniec, Zbigniew A note on the Poincaré-Bendixson index theorem. Kodai Math. J. 19 (1996),no. 2, 145156. 58F25 (34C05)
Wladyslaw Orlicz Hugo Steinhaus, Stanislaw Ulam, Stanislaw Mazur, Marek Kac, juliusz schauder,Stefan Kaczmarz and many others talked about mathematical problems and http://www.impan.gov.pl/Great/Orlicz/
Extractions: Died: PDF version In the years 1922-1929 he worked as a teaching assistent at the Department of Mathematics of Jan Kazimierz University. Some problems in the theory of orthogonal series In the late twenties and early thirties Orlicz worked as a teacher in private secondary schools and in a military school. p spaces which later on became known as Orlicz spaces It should be pronounced clearly that Orlicz spaces from the functional analysis point of view, that is, as function spaces appeared for the first time in 1932 in Orlicz's paper: , Bull. Int. Acad. Polon. Sci. A 1932, No. 8/9, 207-220 with an additional condition on the function ( the so called -condition, in 1936. veniam legendi Investigations of orthogonal systems Scottish Book In 1968 when presenting the mathematical output of H. Steinhaus (in article published in Wiadom. Mat. in 1969), Orlicz wrote Selected Problems of Functional Analysis '' until 1989. Seminar went on every Wednesday at half past twelve in the Mathematical Institute. Orlicz was interested in works of other mathematicians and in branches far from the functional analysis. He addressed to participants of his seminar and other interlocutors using characteristic phrase: Orlicz collaborated with several mathematicians. Collaboration with Mazur was especially fruitful. They wrote a dozen of joint papers and their results are among classical theorems. When in 1960 Hugo Steinhaus was writing about Banach he emphasised that (cf. [1], p. 157; 257 and 242, respectively):
Bogdan Ziemian (1953-1997) International Mathematical Center; a member of the Scientific Councils of IMPAS and of the juliusz schauder Center for Nonlinear Studies in Toru/n, http://www.impan.gov.pl/Great/Ziemian/cv.html
Extractions: Bogdan Ziemian (1953 - 1997) The authors would like to thank the colleagues of Bogdan Ziemian for their remarks that helped to improve the text. The mainstream of Bogdan Ziemian's research was focused on differential equations. He introduced new original methods in this field, based on a widely understood mathematical analysis: Lie groups, complex analysis, functional analysis, distributions and hyperfunctions. Bogdan Ziemian was gifted with great analytical and geometrical intuition and imagination. His ability to see known facts from entirely new perspectives resulted in many surprising, but at the same time fruitful and simple ideas. Discovering links between mathematical theories which used to be treated separately is one of the most characteristic features of his research. Much of his work in the theory of distributions and integral transformations was devoted to creating a mathematical apparatus to study singular partial differential equations, the principal focus of his research. Developing these tools often required overcoming considerable technical difficulties. This is particularly evident in the papers [ ], and in closely related work[
September 2004 juliusz Pawel schauder, 22 Charles Francois Sturm, 23 David van Dantzig, 24 MaxNother, 25 Stefan Mazurkiewicz. 26 Hans Reichenbach, 27 Hans Hahn, 28 http://mathforum.org/~judyann/calendar/September2004.html
List Of Polish Jews: Information From Answers.com Stanislaw Saks, mathematician; juliusz schauder, mathematician; Hugo Steinhaus,mathematician; Alfred Tarski, logician (converted to Catholicism) http://www.answers.com/topic/list-of-polish-jews
Extractions: country Sub-Saharan Africa Arab World ... Hungary Poland East Europe Russia North Europe UK ... Oceania (*most are Jewish) From the Middle Ages until the Holocaust Jews were a significant part of the Polish population. The Polish-Lithuanian Commonwealth , known for its religious tolerance as a "Jewish paradise", attracted numerous Jews who fled persecution from other European countries. Poland soon became a major spiritual and cultural center for Ashkenazi Jewry, and Polish Jews contributed strongly to Polish cultural, economic and political life. By the Second World War Poland had the largest Jewish population in the world (about 3 million), the vast majority of whom were killed by the Nazis in the Holocaust. The current Polish Jewish population is approximately 8,000. The following is a list of some famous Polish Jews. Graves of Polish Jews among the fallen soldiers of the Polish Defence War of 1939 Warsaw David Ben-Gurion (1886-1973), Israeli prime minister
Jean Leray: Information From Answers.com juliusz schauder fibration Lomonosov Gold Medal Nantes Alexander Grothendieck Nicolas Bourbaki sheaf List of mathematicians http://www.answers.com/topic/jean-leray
Extractions: showHide_TellMeAbout2('false'); Business Entertainment Games Health ... More... On this page: Wikipedia Mentioned In Or search: - The Web - Images - News - Blogs - Shopping Jean Leray Wikipedia Jean Leray Jean Leray 7 November 10 November ) was a French mathematician , who worked on both partial differential equations and algebraic topology He was born in Nantes His main work in topology was carried out while he was in a prisoner of war camp in Austria during 1940-1945. It originated together the ideas of spectral sequence and sheaf . These were subsequently developed by many others, each separately becoming an important tool in homological algebra This entry is from Wikipedia, the leading user-contributed encyclopedia. It may not have been reviewed by professional editors (see Mentioned In Jean Leray is mentioned in the following topics: Wolf Prize in Mathematics Fixed point theorems in infinite-dimensional spaces Juliusz Schauder fibration ... List of mathematicians Wikipedia information about Jean Leray This article is licensed under the GNU Free Documentation License . It uses material from the Wikipedia article "Jean Leray" More from Wikipedia Your Ad Here Jump to: Wikipedia Mentioned In Or search: - The Web - Images - News - Blogs - Shopping Send this page Print this page Link to this page Tell me about: Home About Tell a Friend Buzz ... Site Map
Collected Works AUTHOR schauder, juliusz Pawel, 18991943. MAIN TITLE OEuvres / juliusz Pawelschauder ; sous la rddaction de Jan Kisynski, Wladyslaw Orlicz, http://lib.nmsu.edu/subject/math/mbib.html
STANISŁAW ZAREMBA These inequalities have been generalised by juliusz schauder (and became somefundamental elements in the survey of the theory of hyperbolic equations). http://info-poland.buffalo.edu/web/sci_health/math/Zaremba/Zaremba.htm
Extractions: Andrzej Pelczar th anniversary of taking up a chair at the Jagiellonian University) 1. Some remarks on the historical background; Kraków scientific centre. Polish mathematics on international arena for more than one and half decade.. fundamental ideas of his master, of course first of all those related to theory of continuous groups (called now Lie groups), implementing them creatively in Kraków. He developed also several areas close to the theory of Lie groups and based on it, in particular certain parts of the theory of differential equations and differential geometry, as well as some topics from the theory of integral invariants (new at that time), selected problems from kinematics and some other fields (compare for instance [17]). the Kraków School of Differential Equations), of 1918 to Warsaw . However, before that, on the 2 nd of April 1919 , he had chaired the inaugural meeting of the Mathematical Society which was born on that day in Kraków, becoming soon, after changing its name, the Polish Mathematical Society ; among names of founders of the Society noted in the minutes (protocol) of this first meeting we can find the name of Stefan Banach (at that time the co-author of two papers written together with Hugo Steinhaus), who later lived in Lwów.
Mathematics juliusz Pawel schauder Roman Sikorski Waclaw Sierpinski Ivan Sleszynski Hugo Dyonizy Steinhaus Wladyslaw Slebodzinski Alfred Tarski http://info-poland.buffalo.edu/web/sci_health/math/index.shtml
Wac³aw Marzantowicz solvmanifold map, Proc. of IIIrd National Conference on Nonlinear Analysis,Lecture Notes of the juliusz schauder Center for Nonlinear Studies, Vol. http://www.staff.amu.edu.pl/~marzan/pbl.html
Extractions: Wac³aw Boles³aw Marzantowicz Publikacje / Publications Papers in pending (or suspending) Entropy conjecture for nilmanifolds , Preprint UAM, No. 103/99.. The spaces of positive oriented p-sumable functions and the Hardy spaces and their subalgebras notes - joint with E. Grzelaczyk. A symmetry of sphere map implies its chaos accepted for publication Bulletin of the Brazilian Mathematical Society - joint with J. Jezierski Symmetry Breaking Solutions of Nonlinear Elliptic Systems ; accepted for publication in Topological Methods in Nonlinear Analysis - joint with J. Bracho and M. Clapp Positive oriented periodic solutions of the first order complex ODE with polynomial nonlinear part , accepted for publication in Archives of Inequalities and Application - joint with A. Borisovich. Computation of the first equivariant stem by a decomposition of equivariant stable homotopy classes accepted for publication in Nonlinear Analysis - joint with C. Prieto. Entropy Conjecture for continuous maps of nilmanifolds , submitted for publication joint with F. Przytycki
Number Theory, Algebra, Analysis, Calculus - MavicaNET Quarterly international journal is published by the juliusz schauder Center forNonlinear Studies with the assistance of the Nicholas Copernicus University http://www.mavicanet.ru/directory/eng/8671.html
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Fixed Point Theory And Applications 2, juliusz schauder Center for Nonlinear Studies, Torun, 1998, pp. 3350. 5 J.Andres, L. Górniewicz, and J. Jezierski, A generalized Nielsen number and http://www.hindawi.com/journals/fpta/volume-2004/S1687182004308119.html
Extractions: Home About this Journal MS Tracking System Author Index ... Contents FPTA 2004:1 (2004) 49-69. DOI: 10.1155/S1687182004308119 TWO TOPOLOGICAL DEFINITIONS OF A NIELSEN NUMBER FOR COINCIDENCES OF NONCOMPACT MAPS Received 25 August 2003 The Nielsen number is a homotopic invariant and a lower bound for the number of coincidences of a pair of continuous functions. We give two homotopic (topological) definitions of this number in general situations, based on the approaches of Wecken and Nielsen, respectively, and we discuss why these definitions do not coincide and correspond to two completely different approaches to coincidence theory. 2000 Mathematics Subject Classification: 47H11, 47H09, 47H10, 47H04, 47J05, 54H25. The following files are available for this article: REFERENCES Measures of Noncompactness and Condensing Operators MathSciNet [2] J. Andres, Multiple bounded solutions of differential inclusions: the Nielsen theory approach , J. Differential Equations CrossRef MathSciNet Topological Fixed Point Principles for Boundary Value Problems , Topological Fixed Point Theory and Its Applications, vol. 1, Kluwer Academic Publishers, Dordrecht, 2003.
Fixed Point Theory And Applications juliusz schauder Centre for Nonlinear Studies, Torun, 2002, pp. 722. 6 J.Andres, Period three implications for expansive maps in R N , J. Differ. http://www.hindawi.com/journals/fpta/volume-2005/S1687182004407128.html
Extractions: Home About this Journal MS Tracking System Author Index ... Contents FPTA 2005:2 (2005) 137-167. DOI: 10.1155/FPTA.2005.137 NIELSEN NUMBER AND DIFFERENTIAL EQUATIONS JAN ANDRES Received 19 July 2004 and in revised form 7 December 2004 R -structure of solutions of initial value problems. Some illustrating examples are supplied and open problems are formulated. The following files are available for this article: REFERENCES [1] R. P. Agarwal and D. O'Regan, A note on the existence of multiple fixed points for multivalued maps with applications , J. Differential Equations CrossRef MathSciNet [2] J. Andres, Multiple bounded solutions of differential inclusions: the Nielsen theory approach , J. Differential Equations CrossRef MathSciNet [3] J. Andres, A nontrivial example of application of the Nielsen fixed-point theory to differential systems: problem of Jean Leray , Proc. Amer. Math. Soc. CrossRef MathSciNet [4] J. Andres, , Nonlinear Anal. CrossRef MathSciNet [5] J. Andres, [6] J. Andres, Period three implications for expansive maps in N , J. Differ. Equations Appl.
