Results 31 to 40 of about 2,059,946 (289)
Bloch-Type Spaces of Minimal Surfaces
Journal of Function Spaces, 2018 We study Bloch-type spaces of minimal surfaces from the unit disk D into Rn and characterize them in terms of weighted Lipschitz functions. In addition, the boundedness of a composition operator Cϕ acting between two Bloch-type spaces is discussed.
Guanghua He, Xi Fu, Hancan Zhu
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Bruno Pini Mathematical Analysis Seminar, 2019 We discuss in this note the stickiness phenomena for nonlocal minimal surfaces. Classical minimal surfaces in convex domains do not stick to the boundary of the domain, hence examples of stickiness can be obtained only by removing the assumption of ...
Claudia Bucur
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On Ribaucour transformations and applications to linear Weingarten surfaces
Anais da Academia Brasileira de Ciências, 2002 We present a revised definition of a Ribaucour transformation for submanifolds of space forms, with flat normal bundle, motivated by the classical definition and by more recent extensions.
KETI TENENBLAT
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HARMONICS SURFACES OF GRAPHIC TYPE IN R3
Selecciones Matemáticas, 2016 In this research we study harmonic surfaces immersed in R3. We de ned Harmonic surfaces of graphic type and showed that a harmonious surface graphic type is minimal if and only if it is part of a plane or a helix.
Carlos Carrión Riveros +2 more
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Plateau problem and minimal surfaces: numerical methods and applications
Lietuvos Matematikos Rinkinys, 2023 This article presents an overview of the results of solving the minimal surface equation by numerical methods. Another research task is the application of minimal surfaces in science, technology, especially architecture.
Mifodijus Sapagovas
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Minimal Surfaces for Stereo [PDF]
, 2002 Determining shape from stereo has often been posed as a global minimization problem. Once formulated, the minimization problems are then solved with a variety of algorithmic approaches. These approaches include techniques such as dynamic programming min-cut and alpha-expansion.
Chris Buehler +3 more
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Minimal surfaces with catenoid ends [PDF]
Pacific Journal of Mathematics, 1995 In this paper, we use the conjugate surface construction to prove the existence of certain non-periodic symmetric immersed minimal surfaces. These surfaces have finite total curvature and embedded catenoid ends, and they have positive genus yet maintain the symmetry of their genus-zero counterparts constructed by Jorge-Meeks and Xu.
Berglund, Jorgen, Rossman, Wayne
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Commentarii Mathematici Helvetici, 1978 The interest in triply-periodic minimal surfaces in space seems to date from the work of H. A. Schwarz [11], beginning in 1865 with the construction of the first examples (see w All subsequent work known to us is restricted to these examples. We have found the work of Neovius [14] particularly beautiful and useful.
Smyth, Brian, Nagano, Tadashi
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Dual Polarized Reconfigurable Frequency Selective Surfaces [PDF]
, 2013 Novel band-stop active frequency selective surfaces (FSS) capable of modifying their response for different polarizations are proposed. Geometries based on full rings, and split rings are employed.
Sanz-Izquierdo, B., Parker, E.A.
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On the quantization of some polynomial minimal surfaces
Physics Letters B, 2021 A class of exact membrane solutions is quantized.
Jens Hoppe
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