"Exact Sciences and Mathematics in Central-Eastern Europe from the mid-XIX Century till WWII." The scientific conference.
Antiquitates Mathematicae, Tome 9 (2015), pp. 201-206.

Voir la notice de l'article provenant de la source Annales Societatis Mathematicae Polonae Series

DOI : 10.14708/am.v9i0.806
Classification : 01A50, 00B99
Mots-clés : historia matematyki, historia nauki
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Lidia Obojska. "Exact Sciences and Mathematics in Central-Eastern Europe from the mid-XIX Century till WWII." The scientific conference.. Antiquitates Mathematicae, Tome 9 (2015), pp.  201-206. doi : 10.14708/am.v9i0.806. http://geodesic.mathdoc.fr/articles/10.14708/am.v9i0.806/

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A. Appendices:

i. V. tom poswiecony Natansonowi [7]. 204 Exact Sciences and Mathematics

ii. Fizyków polskich z lat 1870-1920 autor (referatu) przedstawił m.in. w [Technical Transactons 1-NP(7) 2014, s. 255].

iii. Banachiewicz miał rozległe zainteresowania, zob. [J. M. Kreiner, E. Piotrowska, Bibliografia prac profesora Tadeusza Banachiewicza

w: A. Strzałkowski (red.), Prace Komisji Histprii Nauki, tom VII, PAU, Kraków 2006, s. 327-369.]

iv. zob. takze [J.Wolennski, Filozoficzna Szkoła Lwowsko-Warszawska, PWN, Warszawa 1985, ss. 345.]

B. Wystapienia

B.1. Lista referatów plenarnych

[1] Kalina Bartnicka – How to study mathematics - a handbook for the firstyear students of the University of Warsaw in the interbellum period ;

[2] Lidiya Bazylevych, Ihor Guran, Mykhailo Zarichny (Ukraina) – Lwów period of Ulam’s mathematical creativity ;

[3] Martina Beˇcv ́aˇrov ́a (Czechy) – Mathematische Kr ̈anzchen in Prag – A forgotten German Mathematical Society;

[4] Renata Bujakiewicz-Koronska*, Jan Koronski, Jerzy M. Kreiner – Life and scientific activity of Tadeusz Banachiewicz (1882-1954);

[5] Danuta Ciesielska – Alfred Rosenblatt (1880-1947) - Polish and Peruvian mathematician ;

[6] Sergey S. Demidov (Rosja) – Mathematics in the Russian world and the World War I ;

[7] Roman Duda – The emergence of national mathematical research communities in Central-Eastern Europe;

[8] Helena Durnov ́a (Czechy) – V ́aclav Hlavat ́y: a mathematical career that started in Delft ;

[9] Zofia Gołab-Meyer – Physics in , A guide for self-studying”by Marian Smoluchowski as well as in textbooks by Władysław Natanson and August Witkowski ;

[10] Emelie A. Kenney (USA) – Contributions of Polish Emigres to Mathematics in the United States in the Pre-World War II Period ;

[11] Michał Kokowski – – A history of Natanson statistics ;

[12] Lech Maligranda (Szwecja) – The Lwów School of Mathematics 1918-1939 ;

[13] Roman Mierzecki – Chemistry in Lwów Universities 1850-1939 ;

[14] B. Novosyadlyj, S. Apunevych (Ukraina) – Astronomical Observatory of Lviv University on the background of historical epochs ;

[15] Lidia Obojska – Jan Sleszynski and the critique of Lesniewski’s foundations of mathematics ;

[16] Oleh Petruk (Ukraina) – Astronomy in the cultural space of Lviv during the century before the Second World War ;

[17] Zdzisław Pogoda – Some remarks about the origins of differential geometry in Poland ;

[18] Paweł Polak – Philosophy in science – a case of reception of Special and General Relativity in Kraków and Lwów before 1925;

[19] Andrij Rovenchak, Olena Kiktyeva (Ukraina) – Physics at the University of Lviv since the turn of the 19th century until the Second World War ;

[20] Małgorzata Stawiska-Friedland (USA), Stanisław Domoradzki – Distinguished graduates in mathematics of Jagiellonian University in the period 1918-1939 ;

[21] Roman Sznajder (USA) – Kaczmarz algorithm revisited ;

[22] Volodymyr Tkachuk (Ukraina) – History of quanta (ideas of the quantum theory at the University of Lviv)

[23] Łukasz A. Turski – Collapse of Science and Mathematics Education in Poland in XX Century and what to do with that ;

[24] Jan Wolenski – Philosophy of Exact Sciences in Poland in 1918-1939 ;

[25] Andrzej Kajetan Wróblewski – Physics in Poland (1918-1939) ;

[26] Mykhailo Zarichnyi, Stanisław Domoradzki – On the beginning of topology in Lwów ;

B.2. Lista plakatów

[1] Juozas Banionis (Litwa) – Bishop Antanas Baranauskas (1835–1902) and his experimental research in number theory;

[2] Martina Beˇcv ́aˇrov ́a (Czechy) – The History of Mathematics in the Czech Republic;

[3] Martina Beˇcv ́aˇrov ́a, Ivan Netuka (Czechy) – Karl L ̈owner and Lipman Bers: Pre-war Prague Mathematicians;

[4] Stanisław Domoradzki - Riemann surfaces in Puzyna’s monograph: Teorya funkcyj analitycznych;

[5] Piotr Flin – Ludwik Silberstein and operator calculus;

[6] Zofia Gołab-Meyer – Marian Smoluchowski’s views on women in science;

[7] Karolina Karpinska – Teaching thinking in terms of functions – fulfilling the fundamental idea of Merano Programme in the Torun Classic Gymnasium in early twentieth century;

[8] Emelie A. Kenney (USA) – Teaching the History of Polish Mathematics in the United States: Opportunities and Challenges;

[9] Jan Koronski – Stanisław Kepinski (1867–1908) and his papers in the field of differential equations;

[10] Jan Koronski – Stanisław Zaremba (1863–1942) and his results in the field of differential equations;

[11] Jan Koronski – A note on the mathematical publications in the Dissertations and Reports of Meetings of the Academy of Arts and Sciences in Cracow in the years 1874–1920;

[12] Marta Kosek – Franciszek Leja (1885–1979): a mathematician of Lwow, Warsaw and Krakow;

[13] Marta Kosek – Jerzy Neyman (1894–1981): a mathematician and statistician of Kharkov, Warsaw and Berkeley;

[14] Marta Kosek – Józef Marcinkiewicz (1910–1940): a Polish mathematician and soldier.

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