Results 151 to 160 of about 1,461,926 (181)
MSGSO: A Multi-Strategy Glider Snake Optimizer for Global Optimization and 3D UAV Path Planning. [PDF]
Biomimetics (Basel)Aggul B, Seyyedabbasi A.
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Beyond diagonal noise: A better predator-prey modeling framework with cross-covariance. [PDF]
PLoS OneYu J, Wang LS.
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Approaches to embryonic neurodevelopment: from neural cell to neural tube formation through mathematical models. [PDF]
Brief BioinformRafati AH +4 more
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A Random Differential Equation Approach for Modeling the Growth of Microalgae in Photobioreactors. [PDF]
Bull Math BiolAndreu-Vilarroig C +4 more
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Quantum circuit simulation with a local time-dependent variational principle
Eisert J +8 more
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Weierstrass representation for minimal surfaces in hyperbolic space
Weierstrass representation for minimal surfaces in hyperbolic spaceopenaire +1 more source
A Weierstrass Representation for Minimal Surfaces in 3-Dimensional Manifolds
Results in Mathematics, 2011 This paper represents a brief survey on the classical Weierstrass representation of minimal surfaces in three-dimensional manifolds, including but not limited to the three-dimensional Euclidean space, the three-dimensional Lorentz-Minkowski space; the Heisenberg group; the hyperbolic space, the de-Sitter space.
Jorge Herbert Lira, Matej Melo
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Representation of Functions as Weierstrass- Transforms
Canadian Mathematical Bulletin, 1967 The Weierstrass - respectively Weierstrass - Stieltjes transform of a function F(t) or μ(t) is defined by1.1and1.2for all x for which these integrals converge. In what follows we shall always assume that F(t) is Lebesgue integrable in every finite interval and that μ(t) is a function of bounded variation.
H.P. Heinig
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