On Stepanov-almost periodic semigroups and cosine functions of operators
Let X denote a complex Banach space and \({\mathcal B}(X)\) the space of linear bounded operators on X, I the real line or \([0,\infty)\), \(C_ b(I,X)\) the Banach space of bounded continuous functions form I into X, with uniform convergence norm, \(C_ 0({\mathbb{R}}^+,X)\) the space of continuous functions vanishing at infinity. Definition 1.
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Growth order and stability of semigroups and cosine operator functions
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On cosine operator functions and one-parameter groups of operators [PDF]
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Reliability as Projection in Operator-Theoretic Test Theory: Conditional Expectation, Hilbert Space Geometry, and Implications for Psychometric Practice. [PDF]
Zumbo BD.
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SRE-FMaps: A Sinkhorn-Regularized Elastic Functional Map Framework for Non-Isometric 3D Shape Matching. [PDF]
Zhang D, Zhang Y, Wang N, Zhao D.
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Entanglement produced by pairs of superposed two-mode coherent and subharmonic cavity light beams. [PDF]
Melaku M, Hirpo D.
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Capturing Current Practices and Characterizing Measurement Reproducibility for Seized Drug Analysis Using Ambient Ionization Mass Spectrometry: An Interlaboratory Study. [PDF]
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Fundamental Solutions to Fractional Heat Conduction in Two Joint Half-Lines Under Conditions of Nonperfect Thermal Contact. [PDF]
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Research on complex financial decision making driven by geometric aggregation and intelligent optimization of high-dimensional expert information. [PDF]
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Spectral quantum algorithm for passive scalar transport in shear flows. [PDF]
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