Results 21 to 30 of about 157,130 (289)
An Optimal Derivative-Free Ostrowski’s Scheme for Multiple Roots of Nonlinear Equations
Finding higher-order optimal derivative-free methods for multiple roots (m≥2) of nonlinear expressions is one of the most fascinating and difficult problems in the area of numerical analysis and Computational mathematics.
Ramandeep Behl+3 more
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A Combinatorial Approach to Multiplicity-Free Richardson Subvarieties of the Grassmannian [PDF]
We consider Buch's rule for K-theory of the Grassmannian, in the Schur multiplicity-free cases classified by Stembridge. Using a result of Knutson, one sees that Buch's coefficients are related to Möbius inversion. We give a direct combinatorial proof of
Michelle Snider
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Ethnic studies is a growing movement for curricular and pedagogical practices that reclaim marginalized voices and histories and create spaces of healing for students of color; however, its application to mathematics education has been limited.
Cathery Yeh+3 more
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Aristotle and Aristoxenus on Effort
The discussions of conatus – force, tendency, effort, and striving – in early modern metaphysics have roots in Aristotle’s understanding of life as an internal experience of living force.
John Robert Bagby
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Evaluating nuclear data and their uncertainties
In the last decade or so, estimating uncertainties associated with nuclear data has become an almost mandatory step in any new nuclear data evaluation.
Talou Patrick
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Towards a historical approach to physics education
Modern physics is a complex multiplicity of practices: theoretical, mathematical, experimental and simulation practices. Experimental and simulation practices are related to the pragmatic dimension of a physical theory. Mathematical practices are related
Enrico Giannetto
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Characterization results on weighted minihypers and on linear codes meeting the G(r)iesmer bound [PDF]
A
De Beule, Jan, Metsch, K, Storme, Leo
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Samples of geometric random variables with multiplicity constraints [PDF]
We investigate the probability that a sample $\Gamma=(\Gamma_1,\Gamma_2,\ldots,\Gamma_n)$ of independent, identically distributed random variables with a geometric distribution has no elements occurring exactly $j$ times, where $j$ belongs to a specified
Margaret Archibald, Arnold Knopfmacher
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O artigo aborda o desenvolvimento do pensamento proporcional nas escolas paroquiais luteranas do Rio Grande do Sul na primeira metade do século XX. Em meados de 1900, o Sínodo Evangélico Luterano Alemão de Missouri, hoje Igreja Evangélica Luterana do ...
Malcus Cassiano Kuhn, Arno Bayer
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Gelfand Models for Diagram Algebras [PDF]
A Gelfand model for a semisimple algebra $\mathsf{A}$ over $\mathbb{C}$ is a complex linear representation that contains each irreducible representation of $\mathsf{A}$ with multiplicity exactly one.
Tom Halverson
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