Results 31 to 40 of about 2,039,102 (353)

Skeptical Notes on a Physics of Passage [PDF]

, 2014
This paper investigates the mathematical representation of time in physics. In existing theories time is represented by the real numbers, hence their formal properties represent properties of time: these are surveyed. The central question of the paper is
Huggett, Nick
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Mathematics Is Physics [PDF]

, 2016
15 pages, LaTeX. Second prize winner in 2015 FQXi Essay Contest (see http://fqxi.org/community/forum/topic/2364)
openaire   +3 more sources

Another Journal on Mathematical Logic and Mathematical Physics?

Axioms, 2011
It is my great pleasure to welcome you to Axioms: Mathematical Logic and Mathematical Physics, a new open access journal, which is dedicated to the foundations (structure and axiomatic basis, in particular) of mathematical and physical theories, not only
Angel Garrido
doaj   +1 more source

Using Spreadsheet Modeling in Basic Physics Laboratory Practice for Physics Education Curriculum

International Journal of Science and Applied Science: Conference Series, 2017
Physics is one of a branch of science which uses much of mathematical concept. Usually, the concept of physics is expressed in a mathematical equation; it will make physics easier to be understood.
Ahmad Fauzi, Dwi Teguh Rahardjo, Utoro Romadhon, Kunthi Ratna Kawuri   +3 more
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More mathematics for pseudo-bosons [PDF]

J. Math. Phys, {\bf 54}, 063512 (2013), 2013
We propose an alternative definition for pseudo-bosons. This simplifies the mathematical structure, minimizing the required assumptions. Some physical examples are discussed, as well as some mathematical results related to the biorthogonal sets arising out of our framework.
arxiv   +1 more source

Isolated and dynamical horizons and their applications [PDF]

, 2004
Over the past three decades, black holes have played an important role in quantum gravity, mathematical physics, numerical relativity and gravitational wave phenomenology.
A Ashtekar, A Ashtekar, A Ashtekar, A Ashtekar, A Ashtekar, A Ashtekar, A Ashtekar, A Ashtekar, A Ashtekar, A Ashtekar, A Ashtekar, A Ashtekar, A Ashtekar, A Ashtekar, A Ashtekar, A Ashtekar, A Ashtekar, A Ashtekar, A Ashtekar, A Ashtekar, A Corichi, A Corichi, A Corichi, A Lichnerowicz, A Strominger, AD Rendall, AKM Masood-ul Alam, AM Abrahams, B Bruögmann, B Carter, B Hartmann, B Kleihaus, B Kleihaus, B Kleihaus, B Kleihaus, B Kleihaus, B Kleihaus, B Krishnan, B Waugh, C Cutler, C Gundlach, C Rovelli, C Rovelli, CW Misner, CW Misner, D Garfinkle, D Garfinkle, D Kastor, D Núñez, D Sudarsky, DM Eardley, DM Shoemaker, DR Brill, DW Pejerski, E Gourgoulhon, E Witten, FJ Ernst, G Huisken, G Khanna, GB Cook, GB Cook, GB Cook, GB Cook, GT Horowitz, GW Gibbons, GW Gibbons, GW Gibbons, H Bondi, H Bray, H Friedrich, H-J Yo, HP Pfeiffer, HP Pfeiffer, I Booth, I Booth, J Lewandowski, J Lewandowski, J Lewandowski, J Maldacena, J Pullin, J Thornburg, JA Smoller, JA Wheeler, JB Hartle, JD Bekenstein, JD Bekenstein, JD Bekenstein, JK Blackburn, JL Friedman, JL Friedman, JM Bardeen, JM Bowen, JMM Senovilla, JW York Jr, JW York Jr, K Krasnov, K Krasnov, K Nakao, KA Meissner, L Lehner, L Lehner, L Smolin, LL Smarr, M Alcubierre, M Alcubierre, M Barreira, M Domagala, M Heusler, MS Volkov, MW Choptuik, N Bretón, N Straumann, N Straumann, O Dreyer, P Anninos, P Anninos, P Bizoń, P Bizoń, P Bizoń, P Bizoń, P Breitenlohner, P Breitenlohner, P Diener, P Grandclément, P Hájíček, PC Vaidya, PT Chruściel, PT Chruściel, R Arnowitt, R Bartnik, R Beig, R Beig, R Beig, R Beig, R Gambini, R Geroch, R Geroch, R Hansen, R Penrose, RB Mann, RB Mann, RK Sachs, RM Wald, RM Wald, RM Wald, S Chandrasekhar, S Dain, S Dain, S Fairhurst, S Hayward, SA Hayward, SA Hayward, SA Hughes, SL Shapiro, SR Brandt, SW Hawking, SW Hawking, SW Hawking, SW Hawking, SW Hawking, T Jacobson, T Pawlowski, T Torii, TW Baumgarte, Y Kuroda, Z Andrade   +165 more
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High-Precision Arithmetic in Mathematical Physics

Mathematics, 2015
For many scientific calculations, particularly those involving empirical data, IEEE 32-bit floating-point arithmetic produces results of sufficient accuracy, while for other applications IEEE 64-bit floating-point is more appropriate.
David H. Bailey, Jonathan M. Borwein
doaj   +1 more source

Orthogonal Polynomials in Mathematical Physics

, 2017
This is a review of ($q$-)hypergeometric orthogonal polynomials and their relation to representation theory of quantum groups, to matrix models, to integrable theory, and to knot theory.
Chan, Chuan-Tsung, Mironov, A., Morozov, A., Sleptsov, A.   +3 more
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THE MATHEMATICS OF ELEMENTARY PHYSICS [PDF]

School Science and Mathematics, 1920
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Physics in Riemann's mathematical papers

, 2017
Riemann's mathematical papers contain many ideas that arise from physics, and some of them are motivated by problems from physics. In fact, it is not easy to separate Riemann's ideas in mathematics from those in physics.
A-M Legendre, AM Polyakov, AM Polyakov, B Riemann, B Riemann, B Riemann, B Riemann, B Riemann, C Reid, CF Gauss, CF Gauss, E Scholz, G Roch, GD Garland, GL Dirichlet, H Helmholtz von, H Weyl, I Kant, J Fourier, J. Dieudonné, History of algebraic geometry: An Outline of the History and Development of Algebraic Geometry, English translation by J. Sally, Wadsworth, Monterey, CA, JC Maxwell, JD Zund, JF Herbart, LV Ahlfors, MF Atiyah, P Dugac, P Stäckel, R Calinger, R Dedekind, R Farwell, R Narasimhan, RC Penner, SD Poisson, V-A Puiseux, V-A Puiseux, WH Meeks III   +35 more
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