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Applied Science & Technology Full Text (H.W. Wilson)

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Applied Science & Technology Full Text (H.W. Wilson)

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Orthogonal Stability and Solution of a Three-Variable Functional Equation in Extended Banach Spaces.

• Authors : Jakhar, Jagjeet; Sharma, Shalu; Jakhar, Jyotsana

Subjects: FUNCTIONAL equations; BANACH spaces; CUBIC equations

• Source: Mathematics (2227-7390); Sep2024, Vol. 12 Issue 18, p2868, 15p

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Controllability result in α-norm for some impulsive partial functional integrodifferential equation with infinite delay in Banach spaces.

• Authors : Mbainadji, Djendode

Subjects: FRACTIONAL powers; FUNCTIONAL equations; RESOLVENTS (Mathematics)

• Source: Journal of Applied Analysis; Dec2024, Vol. 30 Issue 2, p223-237, 15p

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On the Generalized Stabilities of Functional Equations via Isometries.

• Authors : Sarfraz, Muhammad¹ (AUTHOR) ; Zhou, Jiang¹ (AUTHOR); Li, Yongjin² (AUTHOR)

Subjects: *SURJECTIONS; *BANACH spaces

• Source: Axioms (2075-1680). Jun2024, Vol. 13 Issue 6, p403. 17p.

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Exponential ergodicity of some Markov dynamical systems with application to a Poisson-driven stochastic differential equation.

• Authors : Czapla, Dawid; Kubieniec, Joanna

Subjects: MARKOV processes; BANACH spaces; MATHEMATICAL analysis

• Source: Dynamical Systems: An International Journal. Mar2019, Vol. 34 Issue 1, p130-156. 27p.

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Nearly linear-time packing and covering LP solvers: Achieving width-independence and -convergence.

• Authors : Allen-Zhu, Zeyuan; Orecchia, Lorenzo

Subjects: BANACH spaces; LINEAR statistical models; FUNCTIONAL equations

• Source: Mathematical Programming. May2019, Vol. 175 Issue 1/2, p307-353. 47p.

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Convexity and unique minimum points.

• Authors : Berger, Josef; Svindland, Gregor

Subjects: FIXED point theory; BANACH spaces; NORMED rings

• Source: Archive for Mathematical Logic. Feb2019, Vol. 58 Issue 1/2, p27-34. 8p.

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Generalized Hyers-Ulam-Rassias Stability of an Euler-Lagrange Type Cubic Functional Equation in Non-Archimedean Quasi-Banach Spaces.

• Authors : Kalaichelvan, Ramakrishnan; Jayaraman, Uma

Subjects: FUNCTIONAL equations; QUADRATIC equations; CUBIC equations

• Source: Mathematical Modelling of Engineering Problems; Apr2024, Vol. 11 Issue 4, p1021-1028, 8p

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Applied Science & Technology Full Text (H.W. Wilson)

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