Results 181 to 190 of about 11,025,050 (395)
Derivatives of Univalent Functions and the Hyperbolic Metric [PDF]
Kok Seng Chua
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Stimulated Raman Scattering with Optical Vortex Beams
This study presents exact analytical expressions for stimulated Raman scattering with Laguerre‐Gaussian beams, revealing signal dependence on topological and hyperbolic momentum. The results provide a theoretical foundation for coherent Raman imaging and detecting orbital angular momentum of light via structured light in nonlinear optics.
Minhaeng Cho
wiley +1 more source
On harmonic functions and the hyperbolic metric
Motivated by some recent results of Kalaj and Vuorinen (Proc. Amer. Math. Soc., 2012), we prove that positive harmonic functions defined in the upper half--plane are contractions w.r.t.
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Distributional derivatives of functions of two variables of finite variation and their application to an impulsive hyperbolic equation [PDF]
Dariusz Idczak
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Bleeding‐Mimetic Damage‐Detecting and Self‐Healing Modular Skin for Inflatable Structures
A damage‐detecting and self‐healing system inspired by the human bleeding mechanism is developed for inflatable structures, using a liquid conductive elastomeric material enclosed in a small pouch. This material, composed of uncured elastomer, its curing agent, conductive particles, and a dispersant, solidifies only after being exposed to air and ...
Hyun Jae Lee, Ryuma Niiyama
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Early detection of ransomware attacks is critical for minimizing the potential damage caused by these malicious attacks. Feature selection plays a significant role in the development of an efficient and accurate ransomware early detection model.
Abdullah Alqahtani, Frederick T. Sheldon
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Hyperbolicity of partition function and quantum gravity [PDF]
Kazuhiro Hikami
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Data is generated from finite element simulations and an encoding using a Moore domain. The data is then used to train a meta‐model to predict the soft unit's deformation state depending on its chamber shape and properties as well as the surrounding environment.
Philip Frederik Ligthart+1 more
wiley +1 more source
Hyperbolic measures, moments and coefficients. Algebra on hyperbolic functions
AbstractWith convolutions, we determine the Fourier transform of un[sinh(u)]n when n is a positive integer. Studying the expansion and taking the Fourier transform of [u[sinh(u)]]d[utanh(u)]n when n and d are strictly positive integers, we obtain some polynomials and new probability densities related to them.
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Green's functions, electric networks, and the geometry of hyperbolic Riemann surfaces [PDF]
Jeffrey Diller
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