Results 61 to 70 of about 93,517 (188)
Proportional Stationarity and Structural Stability in Perturbative Field Theories
Quantum ReportsWe formulate a structural stability criterion for dimensionless physical constants within standard perturbative field frameworks. The analysis introduces a response-ratio functional Γ=κ/τ, defined from second-order sensitivity and first-order deformation
Robert Castro
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Generalized compactness in linear spaces and its applications
, 2009 The class of subsets of locally convex spaces called $\mu$-compact sets is considered. This class contains all compact sets as well as several noncompact sets widely used in applications.
A. D. Ioffe +24 more
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Impact of image plane selection on measures of left ventricular non-compaction [PDF]
Journal of Cardiovascular Magnetic Resonance, 2014 Background Cardiac magnetic resonance (CMR) is frequently used to assess the extent of trabeculations in cases of left ventricular non-compaction. Most routine CMR studies do not acquire full 3D isotropic cine datasets and consequently suboptimal acquisition of prescribed image views could lead to clinically important inaccuracies in calculating non ...
Zemrak, Filip +8 more
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Existence of solutions to non-linear quadratic integral equations via measure of non-compactness
Filomat, 2022 The objective of this manuscript is to enquire for the solvability of a specific type of non-linear quadratic integral equations via the interesting notion of measure of non-compactness. Firstly, we inquire into couple of exciting fixed point theorems involving a measure of non-compactness in the setting of a Banach space.
Karmakar, Surajit +3 more
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Electronic Journal of Differential Equations, 2019 In this article, we consider the nonemptyness and compactness of the solution set for a class of fractional semilinear evolution inclusions with non-instantaneous impulses in Banach spaces. To achieve this we use fixed point theorems with semigroup
Jinrong Wang +2 more
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Advanced Nonlinear StudiesThis paper investigates the existence, uniqueness, and asymptotic behavior of pullback measure attractors and evolution systems of measures for a complex-valued p-Laplacian Ginzburg–Landau lattice system (GLLS) driven by superlinear Lévy noise.
Zeng Sangui, Long Jianren, Wang Renhai
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Non-compact spaces of invariant measures
We study a compactification of the space of invariant probability measures for a transitive countable Markov shift. We prove that it is affine homeomorphic to the Poulsen simplex. Furthermore, we establish that, depending on a combinatorial property of the shift space, the compactification contains either a single new ergodic measure or a dense set of ...
Iommi, Godofredo, Velozo, Anibal
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Interpolation of a measure of weak non-compactness
Annales Academiae Scientiarum Fennicae Mathematica, 2011 The author proves the interpolation formula for the measure of non-compactness \(\gamma,\) \[ \gamma(T:\bar{A}_E\mapsto\bar{B}_E)\leq C \psi_E(\gamma(T:A_0\mapsto B_0),\gamma(T:A_1\mapsto B_1)), \] where the operator \(T:A_j\mapsto B_j\) is bounded in the Banach spaces \(A_j, B_j\), \((j=0,1)\), \(\bar{A}_E\) is the interpolation space of Lions and ...
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Multiplication Operator on Köthe Spaces: Measure of Non-compactness and Closed Range
Bulletin of the Malaysian Mathematical Sciences Society, 2017 zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Castillo R.E. +3 more
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The Implications of Nesting in California Redistricting [PDF]
, 2007 Evaluates the process of nesting -- aggregating or dividing assembly and senate districts -- on redistricting outcomes, including compactness, minimizing city and county divisions, and the creation of majority minority ...
Bruce E. Cain +6 more
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