Prati
Mikhail Katz
Naslov
Citirano
Citirano
Godina
Metric structures for Riemannian and non-Riemannian spaces
M Gromov, M Katz, P Pansu, S Semmes
Birkhäuser, 1999
29991999
Systolic geometry and topology
MG Katz
American Mathematical Soc., 2007
1332007
Leibniz’s infinitesimals: Their fictionality, their modern implementations, and their foes from Berkeley to Russell and beyond
MG Katz, D Sherry
Erkenntnis 78, 571-625, 2013
1192013
The filling radius of two-point homogeneous spaces
M Katz
Journal of Differential Geometry 18 (3), 505-511, 1983
921983
Logarithmic growth of systole of arithmetic Riemann surfaces along congruence subgroups
MG Katz, M Schaps, U Vishne
Journal of Differential Geometry 76 (3), 399-422, 2007
882007
Universal volume bounds in Riemannian manifolds
CB Croke, MG Katz
arXiv preprint math/0302248, 2003
862003
Who gave you the Cauchy–Weierstrass tale? The dual history of rigorous calculus
A Borovik, MG Katz
Foundations of Science 17 (3), 245-276, 2012
852012
Ten misconceptions from the history of analysis and their debunking
P Błaszczyk, MG Katz, D Sherry
Foundations of Science 18 (1), 43-74, 2013
682013
Leibniz’s laws of continuity and homogeneity
M Katz, D Sherry
Notices of the American Mathematical Society 59 (11), 2012
602012
Entropy of systolically extremal surfaces and asymptotic bounds
MG Katz, S Sabourau
Ergodic Theory and Dynamical Systems 25 (4), 1209-1220, 2005
602005
Is mathematical history written by the victors?
J Bair, P Błaszczyk, R Ely, V Henry, V Kanovei, KU Katz, MG Katz, ...
Notices of the AMS 60 (7), 886-904, 2013
582013
Fermat, Leibniz, Euler, and the gang: The true history of the concepts of limit and shadow
T Bascelli, E Bottazzi, F Herzberg, V Kanovei, KU Katz, MG Katz, T Nowik, ...
arXiv preprint arXiv:1407.0233 1, 2014
572014
A cognitive analysis of Cauchy’s conceptions of function, continuity, limit and infinitesimal, with implications for teaching the calculus
D Tall, M Katz
Educational Studies in Mathematics 86, 97-124, 2014
56*2014
Small values of the Lusternik–Schnirelmann category for manifolds
AN Dranishnikov, MG Katz, YB Rudyak
Geometry & Topology 12 (3), 1711-1727, 2008
502008
Infinitesimals as an issue of neo-Kantian philosophy of science
T Mormann, M Katz
HOPOS: The Journal of the International Society for the History of …, 2013
492013
Tools, objects, and chimeras: Connes on the role of hyperreals in mathematics
V Kanovei, MG Katz, T Mormann
Foundations of Science 18 (2), 259-296, 2013
482013
Infinitesimals, imaginaries, ideals, and fictions
D Sherry, M Katz
Studia Leibnitiana, 166-192, 2012
482012
Almost equal: The method of adequality from Diophantus to Fermat and beyond
MG Katz, DM Schaps, S Shnider
Perspectives on Science 21 (3), 283-324, 2013
472013
Approaches to analysis with infinitesimals following Robinson, Nelson, and others
P Fletcher, K Hrbacek, V Kanovei, MG Katz, C Lobry, S Sanders
462017
Interpreting the infinitesimal mathematics of Leibniz and Euler
J Bair, P Błaszczyk, R Ely, V Henry, V Kanovei, KU Katz, MG Katz, ...
Journal for general philosophy of science 48, 195-238, 2017
452017
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