Results 231 to 240 of about 298,615 (267)
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Stability and enzyme separation: Integral representation of the solutions
Bulletin of Mathematical Biology, 1974Two enzymes, cross-coupled through their respective products, are membrane-bound and thereby separated from each other. The cross-coupling is of opposite character and diffusion limited, i.e. an activation-inhibition couple with a diffusion-induced time-lag.
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A numerical representation of hyperelliptic KdV solutions
Communications in Nonlinear Science and Numerical SimulationThe present paper considers a numerical representation of hyperelliptic Korteweg-de Vries (KdV) solutions. The periodic and quasi-periodic solutions of the integrable system have been studied for four decades based on the Riemann theta functions. However, there is a fundamental difficulty in representing the solutions numerically because the Riemann ...
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Representation of solutions for linear fractional systems with pure delay and multiple delays
Mathematical Methods in the Applied Sciences, 2021Xing Tao Wang, Ahmed Elshenhab
exaly
The Problem of Representation and a Formal Solution
2019The chapter articulates weak and strong versions of the problem of representation. It also argues that enhancing the expressive power of logical systems does not result in a conclusive solution to the problem of representation. I examine structural realists’ reliance on ‘partial isomorphisms’ and ‘pragmatic truth’ to substantiate the message of this ...
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Representation of solutions of nonhomogeneous conformable fractional delay differential equations
Chaos, Solitons and Fractals, 2021Mustafa Aydin, Nazim Mahmudov
exaly
An Ecological Solution to the Problem of Representation
2019In this chapter, I survey an embodied, ecological, enactivist construal of PPT. Let us call this the embodied construal for short. Unlike the inferentialist construal of PPT that has been mentioned in the previous chapter, the embodied construal of PPT can accommodate direct realism. In this chapter, I argue that the embodied construal can be recruited
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The “Adjoint” Equation and Representation of Solutions
1971In this section, we restrict our attention to the linear system $${\rm{\dot x}}\left( {\rm{t}} \right) = {\rm{L}}\left( {{\rm{t}},{\rm{x}}_{\rm{t}} } \right)$$ (17.1) where L(t,ϕ) is continuous in t,ϕ, linear in ϕ and is given explicitly by $${\rm{L}}\left( {{\rm{t}},{\rm{\phi }}} \right) = \sum\limits_{{\rm{k}} = 1}^\infty {{\rm{A}}_{\rm{
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