Results 81 to 90 of about 2,016,010 (195)
El pensamiento Abstracto a partir de la interdisciplinariedad de las Matemáticas
Ecomatemático, 2017 When the mathematic science begin as the science that show the human abstract thinking consider the process in which the men takes a real situation and he transforms it in a mathematic’s law, the human thinking’s deve-lopment catch the ...
Jessica Tatiana Rojas Gómez
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Theoretical Mechanics. By J. H. Jeans, F.R.S., Professor of Applied Mathematics in Princeton University. Pp. vii, 364. Ginn & Co., Boston and London. Price 10s. 6d. [PDF]
, 1907 C. S. Jackson
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Mathematics and the real world
Koers : Bulletin for Christian Scholarship, 2000 In this article the initial discussion of the untenability of the distinction between “pure” and “applied" mathematics is followed by looking at alternative approaches regarding the relationship between mathematics and the “real world” - with ...
D.F.M. Strauss
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Hyperbolic classification of natural numbers and Goldbach Conjecture [PDF]
arXiv, 2005 By means of a dynamical process we provide a characterization of the Goldbach Conjecture in an infinite set of even numbers that depends on time.
arxiv
Industrial and Commercial Mathematics. Applied MathematicsApplied Mathematics. Eugene H. Barker [PDF]
, 1920 openalex +1 more source
A discrete algebraic framework for stochastic systems which yield unique and exact solutions
Heliyon, 2018 Many physical systems exhibit random or stochastic components which shape or even drive their dynamic behavior. The stochastic models and equations describing such systems are typically assessed numerically, with a few exceptions allowing for a ...
Michelle Rudolph-Lilith
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A hybrid collocation method for solving highly nonlinear boundary value problems
Heliyon, 2020 In this article, a hybrid collocation method for solving highly nonlinear boundary value problems is presented. This hybrid method combines Chebyshev collocation method with Laplace and differential transform methods to obtain approximate solutions of ...
A.O. Adewumi +3 more
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Building Grassmann Numbers from PI-Algebras [PDF]
arXiv, 2012 This works deals with the formal mathematical structure of so called Grassmann Numbers applied to Theoretical Physics, which is a basic concept on Berezin integration. To achieve this purpose we make use of some constructions from relative modern Polynomial Identity Algebras (PI-Algebras) applied to the special case of the Grassmann algebra.
arxiv
The Fifth Symposium on Applied Mathematics [PDF]
, 1952 Albert E. Heins, E. G. Begle
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