Results 21 to 30 of about 1,059,524 (331)

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
doaj   +1 more source

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
core   +1 more source

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

Open-closed homotopy algebra in mathematical physics [PDF]

, 2005
In this paper we discuss various aspects of open-closed homotopy algebras (OCHAs) presented in our previous paper, inspired by Zwiebach's open-closed string field theory, but that first paper concentrated on the mathematical aspects.
Boardman J. M., Fukaya K., Getzler E., Getzler E., Gugenheim V. K. A. M., Gugenheim V. K. A. M., Gugenheim V. K. A. M., Gugenheim V. K. A. M., Hiroshige Kajiura, Jim Stasheff, Kadeishvili T. V., Kontsevich M., Maeda Y., Markl M., Schouten J. A., Witten E., Witten E.   +16 more
core   +2 more sources

Understanding student use of differentials in physics integration problems

Physical Review Special Topics. Physics Education Research, 2013
This study focuses on students’ use of the mathematical concept of differentials in physics problem solving. For instance, in electrostatics, students need to set up an integral to find the electric field due to a charged bar, an activity that involves ...
Dehui Hu, N. Sanjay Rebello
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
core   +1 more source

Efektivitas Penggunaan Buku Ajar Fisika Matematika Berbasis Inkuiri dalam Perkuliahan Fisika Matematika

JPPPF: Jurnal Penelitian & Pengembangan Pendidikan Fisika, 2016
The purpose of this study was to describe the effectiveness of the use of mathematical physics textbook-based inquiry on Mathematical Physics to improving mathematical problem solving ability of students.
Dwi Fajar Saputri, Syarifah Fadilah, Wahyudi Wahyudi   +2 more
doaj   +1 more source

Wavelets in mathematical physics: q-oscillators

, 2003
We construct representations of a q-oscillator algebra by operators on Fock space on positive matrices. They emerge from a multiresolution scaling construction used in wavelet analysis.
Anna Paolucci, Bozejko M, Bratteli O, Bratteli O, Bratteli O, Chari V, Daubechies I, Jorgensen P E T, Jorgensen P E T, Jorgensen P E T, Palle E T Jorgensen, Sneddon I, Swarttouw R F, Swarttouw R F, Werner R F   +14 more
core   +1 more source

In memoriam two distinguished participants of the Bregenz Symmetries in Science Symposia: Marcos Moshinsky and Yurii Fedorovich Smirnov [PDF]

, 2009
Some particular facets of the numerous works by Marcos Moshinsky and Yurii Fedorovich Smirnov are presented in these notes. The accent is put on some of the common interests of Yurii and Marcos in physics, theoretical chemistry, and mathematical physics.
Asherova R M, Barbier R, Barbier R, Barbier R, Bonatsos D, Brody T A, Campigotto C, Campigotto C, Georgieva A, Georgieva A I, Griffith J S, Griffith J S, Hage Hassan M, Hage Hassan M, Hage Hassan M, Kibler M, Kibler M, Kibler M, Kibler M, Kibler M, Kibler M, Kibler M R, Kibler M R, Kibler M R, Lambert D, Lambert D, Maurice R Kibler, Moshinsky M, Nemets O F, Neudatchin V G, Raychev P P, Raychev P P, Shirokov A M, Smirnov Yu F, Smirnov Yu F, Smirnov Yu F, Sugano S, Sviridov D T, Sviridov D T, Sviridov D T, Sviridov D T, Talmi I, Tang Au-chin, Tang Au-chin, Vonsovski C V, Zaitsev S A, Zhilinskiǐ B I   +46 more
core   +2 more sources

Current Tracking Adaptive Control of Brushless DC Motors

International Journal of Adaptive Control and Signal Processing, EarlyView.
In this paper, the current tracking for Brushless Direct Current motors is approached considering uncertainty in the parameters of the motor's model. An adaptive control scheme to compensate electrical parameters uncertainty is proposed without requiring any knowledge of the mechanical parameters.
Fernanda Ramos‐García, Axel Coronado‐Andrade, Gerardo Espinosa‐Pérez, Luis Alvarez‐Icaza   +3 more
wiley   +1 more source