Results 21 to 30 of about 6,200,707 (327)
Multibump solutions and critical groups [PDF]
We consider the Newtonian system − q ¨ + B ( t ) q = W q ( q , t ) -\ddot q+B(t)q = W_q(q,t) with B B , W W periodic in t ...
ARIOLI, GIANNI, A. SZULKIN, W. ZOU
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Critical Groups of Graphs with Dihedral Actions II
In this paper we consider the critical group of finite connected graphs which admit harmonic actions by the dihedral group $D_n$, extending earlier work by the author and Criel Merino. In particular, we show that the critical group of such a graph can be
Glass, Darren
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On some elliptic interface problems with nonhomogeneous jump conditions
We obtain nontrivial solutions of some elliptic interface problems with nonhomogeneous jump conditions that arise in localized chemical reactions and nonlinear neutral inclusions.
Bhaskar T. Gnana, Perera Kanishka
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On the critical group of the n-cube [PDF]
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Background: Critical consciousness represents an emancipatory pedagogical process whose central goal is developing the necessary skills to identify and act in the direction of changing social limitations.
Gabriela Monica Assante+2 more
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Critical phenomena and renormalization-group theory [PDF]
151 pages. Extended and updated version.
Pelissetto A, VICARI, ETTORE
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Statistics of statisticians: Critical mass of statistics and operational research groups in the UK [PDF]
Using a recently developed model, inspired by mean field theory in statistical physics, and data from the UK's Research Assessment Exercise, we analyse the relationship between the quality of statistics and operational research groups and the quantity ...
Oppenheim C.+3 more
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Focus groups: From collecting data to critical pedagogical practice [PDF]
This paper presents the positivist and constructivist theory and practice of focus groups. We pointed out to the paradigmatic differences in notional attributes of focus groups, as well as to the historic circumstances of their appearance.
Pavlović Jelena, Džinović Vladimir
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The critical number of finite abelian groups [PDF]
Let G be an additive, finite abelian group. The critical number $\mathsf{cr}(G)$ of $G$ is the smallest positive integer $\ell$ such that for every subset $S \subset G \setminus \{0\}$ with $|S| \ge \ell$ the following holds: Every element of $G$ can be written as a nonempty sum of distinct elements from $S$. The critical number was first studied by P.
Michael Freeze+2 more
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Multi-tiling sets, Riesz bases, and sampling near the critical density in LCA groups [PDF]
We prove the existence of sampling sets and interpolation sets near the critical density, in Paley Wiener spaces of a locally compact abelian (LCA) group G .
Agora, Elona+2 more
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