Results 21 to 30 of about 51 (46)
Modeling and Stability Analysis of Time‐Dependent Free‐Fall Motion in Random Environments
This paper examines the stability of a fractional‐order model that describes the free‐fall motion of a football in changing environmental conditions. Traditional models often overlook memory effects and nonlocal influences like air resistance, humidity, and turbulence.
Alireza Hatami +4 more
wiley +1 more source
In this article, we propose a novel integral transform coined as quaternion quadratic phase S-transform (Q-QPST), which is an extension of the quadratic phase S-transform and study the uncertainty principles associated with the Q-QPST.
Gargouri Ameni
doaj +1 more source
© Hindawi Publishing Corp. STOCHASTIC PROCESSES ON NON-ARCHIMEDEAN BANACH SPACES
Non-Archimedean analogs of Markov quasimeasures and stochastic processes are investigated. They are used for the development of stochastic antiderivations. The non-Archimedean analog of the Itô formula is proved.
S. V. Ludkovsky
core
© Hindawi Publishing Corp. STOCHASTIC ANTIDERIVATIONAL EQUATIONS ON NON-ARCHIMEDEAN BANACH SPACES
Stochastic antiderivational equations on Banach spaces over local non-Archime-dean fields are investigated. Theorems about existence and uniqueness of the so-lutions are proved under definite conditions.
S. V. Ludkovsky
core
We investigate p-adic completions of clopen (i.e., closed and open at the same time) subgroupsW of loop groups and diffeomorphism groupsG of compact man-ifolds over non-Archimedean fields. We outline two different compactifications of loop groups and one
S. V. Ludkovsky, B. Diarra
core
© Hindawi Publishing Corp. STOCHASTIC PROCESSES ON TOTALLY DISCONNECTED TOPOLOGICAL GROUPS
Stochastic processes on totally disconnected topological groups are investigated. In particular, they are considered for diffeomorphism groups and loop groups of manifolds on non-Archimedean Banach spaces.
S. V. Ludkovsky
core
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The non-Archimedian Laplace transform
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