Results 111 to 120 of about 1,170,943 (290)
Teaching Multiplication And Multiplication Tables By The Application Of Finger Multiplication [PDF]
Developments in mathematics education tend to emphasize mathematics teaching with the help of activities that will allow the students to create these concepts rather than to make them memorize mathematical rules. The purpose of this study is to analyze the applicability of the application of multiplication with fingers developed by the researcher.
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Multiple Eisenstein series and q-analogues of multiple zeta values [PDF]
This work is an example driven overview article of recent works on the connection of multiple zeta values, modular forms and q-analogues of multiple zeta values given by multiple Eisenstein series.
arxiv
Advances in the imaging and treatment of multiple myeloma have occurred over the past decade. This article summarises the current status and highlights how an understanding of both is necessary for optimum management.
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Evaluations of multiple polylogarithm functions, multiple zeta values and related zeta values [PDF]
In this paper we consider iterated integrals of multiple polylogarithm functions and prove some explicit relations of multiple polylogarithm functions. Then we apply the relations obtained to find numerous formulas of alternating multiple zeta values in terms of unit-exponent alternating multiple zeta values. In particular, we prove several conjectures
arxiv
Given a combinatorially symmetric matrix A whose graph is a tree T and its eigenvalues, edges in T can be classified in four categories, based upon the change in geometric multiplicity of a particular eigenvalue, when the edge is removed.
Toyonaga Kenji
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Multiplicativity factors and mixed multiplicativity
AbstractA number of authors have discussed multiplicativity factors associated with a single norm on an operator algebra. We extend this concept to multiplicativity factors associated with three norms on spaces (not necessarily algebras) of bounded linear operators.
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A note on a nonresonance condition at zero for first-order planar systems
We introduce a Landesman-Lazer type nonresonance condition at zero for planar systems and discuss its rotational interpretation. We then show an application concerning multiplicity of T-periodic solutions to unforced Hamiltonian systems like $$ Ju'=\
Maurizio Garrione
doaj
Background: Health care system in Slovenia has not fully defined all liabilities to cancer patients at the primary, secondary and tertiary levels. No official documents describing precisely the mission of oncology and its tasks to be performed at each ...
Hotimir Lešničar
doaj
In this paper, we studied the existence of multiple normalized solutions to the following Kirchhoff type equation:$ \begin{equation*} \begin{cases} -\left(a\varepsilon^2+b\varepsilon\int_{\mathbb{R}^3}|\nabla u|^2dx\right)\Delta u+V(x)u = \mu u+f(u) &
Yangyu Ni, Jijiang Sun, Jianhua Chen
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On non-Newtonian Helices in Multiplicative Euclidean Space [PDF]
In this article, spherical indicatrices of a curve and helices are re-examined using both the algebraic structure and the geometric structure of non-Newtonian (multiplicative) Euclidean space. Indicatrices of a multiplicative curve on the multiplicative sphere in multiplicative space are obtained.
arxiv