Results 41 to 50 of about 6,502 (217)
Explaining multistability: postphenomenology and affordances of technologies [PDF]
AbstractA central issue in postphenomenology is how to explain the multistability of technologies: how can it be that specific technologies can be used for a wide variety of purposes (the “multi”), while not for all purposes (the “stability”)? For example, a table can be used for the purpose of sleeping, having dinner at, or even for staging a fencing ...
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Synthetic multistability in mammalian cells
Data and code repository for paper "Synthetic multistability in mammalian ...
del Rio-Salgado, Jesus M. +3 more
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A robust method for designing multistable systems by embedding bistable subsystems
Although multistability is an important dynamic property of a wide range of complex systems, it is still a challenge to develop mathematical models for realising high order multistability using realistic regulatory mechanisms.
Siyuan Wu, Tianshou Zhou, Tianhai Tian
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Exact multistability and dissipative time crystals in interacting fermionic lattices [PDF]
The existence of multistability in quantum systems beyond the mean-field approximation remains an intensely debated open question. Quantum fluctuations are finite-size corrections to the mean-field as the full exact solution is unobtainable and they ...
Alaeian, Hadiseh, Buca, Berislav
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A canonical model of multistability and scale-invariance in biological systems.
Multistability and scale-invariant fluctuations occur in a wide variety of biological organisms from bacteria to humans as well as financial, chemical and complex physical systems.
Frank Freyer +3 more
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Complex Dynamics in a Memcapacitor-Based Circuit
In this paper, a new memcapacitor model and its corresponding circuit emulator are proposed, based on which, a chaotic oscillator is designed and the system dynamic characteristics are investigated, both analytically and experimentally.
Fang Yuan +4 more
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Although the control of multistability has already been reported, the one with preselection of the desired attractor is still uncovered in systems with more than two coexisting attractors.
Zeric Tabekoueng Njitacke +5 more
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Extreme Multistability of a Fractional-Order Discrete-Time Neural Network
At present, the extreme multistability of fractional order neural networks are gaining much interest from researchers. In this paper, by utilizing the fractional ℑ-Caputo operator, a simple fractional order discrete-time neural network with three neurons
A. Othman Almatroud
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Velocity Multistability vs. Ergodicity Breaking in a Biased Periodic Potential
Multistability, i.e., the coexistence of several attractors for a given set of system parameters, is one of the most important phenomena occurring in dynamical systems.
Jakub Spiechowicz +2 more
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Quality of Soliton Multistability
Summary form only given. We introduce a quantitative measure of the quality of soliton multistability. As a practical example we compare optical soliton multistability due to type-II second harmonic generation to that found in double resonance quadratic nonlinearity model showing the superiority of the latter.
A.V. Buryak, I. Towers, R.A. Sammut
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