Results 241 to 250 of about 2,008,509 (298)
Dynamic properties of an SARS-CoV-2 epidemic model via stochastic PINNs. [PDF]
Infect Dis ModelXie L, Yang J, Li Z.
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Understanding the qPCR Standard Curve: From Assay Validation to Absolute Quantification and Variance PCR. [PDF]
Int J Mol SciKubista M +7 more
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Solid oxide fuel cell simulation model tuning using operating conditions dependent optimization techniques. [PDF]
Sci RepHesham H +6 more
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Study on the effect of sprinkler layout parameters on dust removal in tunnel construction. [PDF]
Sci RepYang S +5 more
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2003
If \( \mathbb{T} \) has a right-scattered minimum m, define \( \mathbb{T}_\kappa : = \mathbb{T} - \{ m\} \) ; otherwise, set \( \mathbb{T}_\kappa = \mathbb{T} \) . The backwards graininess \( \nu :\mathbb{T}_\kappa \to \mathbb{R}_0^ + \) is defined by $$ \nu (t) = t - \rho (t).
Douglas Anderson +4 more
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If \( \mathbb{T} \) has a right-scattered minimum m, define \( \mathbb{T}_\kappa : = \mathbb{T} - \{ m\} \) ; otherwise, set \( \mathbb{T}_\kappa = \mathbb{T} \) . The backwards graininess \( \nu :\mathbb{T}_\kappa \to \mathbb{R}_0^ + \) is defined by $$ \nu (t) = t - \rho (t).
Douglas Anderson +4 more
openaire +1 more source
On Linear Equations of Dynamics
Proceedings of the Steklov Institute of Mathematics, 2023zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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DYNAMICS OF LATTICE DIFFERENTIAL EQUATIONS
International Journal of Bifurcation and Chaos, 1996In this paper recent work on the dynamics of lattice differential equations is surveyed. In particular, results on propagation failure and lattice induced anisotropy for traveling wave or plane wave solutions in higher space dimensions spatially discrete bistable reaction–diffusion systems are considered.
Chow, Shui-Nee +2 more
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1992
In this chapter we define many of the standard control problems whose numerical solutions will concern us in the subsequent chapters. Other, less familiar control problems will be discussed separately in later chapters. We will first define cost functionals for uncontrolled processes, and then formally discuss the partial differential equations which ...
Harold J. Kushner, Paul G. Dupuis
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In this chapter we define many of the standard control problems whose numerical solutions will concern us in the subsequent chapters. Other, less familiar control problems will be discussed separately in later chapters. We will first define cost functionals for uncontrolled processes, and then formally discuss the partial differential equations which ...
Harold J. Kushner, Paul G. Dupuis
openaire +1 more source