Results 21 to 30 of about 2,688,493 (268)
Analysis and comparison of the stability of discrete-time and continuous-time linear systems
The asymptotic stability of discrete-time and continuous-time linear systems described by the equations xi+1 = Ākxi and x(t) = Akx(t) for k being integers and rational numbers is addressed. Necessary and sufficient conditions for the asymptotic stability
Kaczorek Tadeusz
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Evanescent continuous-time random walks [PDF]
We study how an evanescence process affects the number of distinct sites visited by a continuous time random walker in one dimension. We distinguish two very different cases, namely, when evanescence can only occur concurrently with a jump, and when evanescence can occur at any time.
Abad, E. +2 more
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Continuous-time games of timing [PDF]
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Vieille, Nicolas +2 more
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Multi-Modal Dyslexia Detection Model via SWIN Transformer With Closed-Form Continuous Time Networks
Dyslexia is a condition that reduces the cognitive abilities of the individuals. Dyslexic individuals (DI) face challenges in recognizing letters and words.
Yazeed Alkhurayyif +1 more
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Stability of convex linear combinations of continuous-time and discrete-time linear systems [PDF]
The asymptotic stability of the convex linear combination of continuous-time and discretetime linear systems is considered. Using the Gershgorin theorem it is shown that the convex linear combination of the linear asymptotically stable continuous-time ...
Tadeusz Kaczorek
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Chemical Continuous Time Random Walks [PDF]
12 pages, 2 figures, changed spelling of name of first ...
Tomás Aquino, Marco Dentz
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Continuous Time Matrix Programming
Duality and saddlepoint conditions are considered for the following pair of problems: \[ \max\int^ T_ 0 A(t)X(t)dt\qquad\text{subject to}\tag{P} \] \[ B(t)X(t)\leq C(t)+\int^ t_ 0 K(t,s)X(t)ds\quad\text{a.e. in }[0,T],\quad X(t)\geq 0\quad\text{a.e.
Singh, C., Kiran, M.
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Heterogeneous continuous-time random walks [PDF]
11 pages, 5 ...
Grebenkov, Denis S., Tupikina, Liubov
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Relationship between the observability of standard and fractional linear systems
The relationship between the observability of standard and fractional discrete-time and continuous-time linear systems are addressed. It is shown that the fractional discrete-time and continuous-time linear systems are observable if and only if the ...
Kaczorek Tadeusz
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Expressiveness of Metric modalities for continuous time [PDF]
We prove a conjecture by A. Pnueli and strengthen it showing a sequence of "counting modalities" none of which is expressible in the temporal logic generated by the previous modalities, over the real line, or over the positive reals.
Yoram Hirshfeld, Alexander Rabinovich
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