Results 121 to 130 of about 469,360 (206)
In the present work we study isoperimetric problem and its description by isoperimetric inequality. The legend of Dido, which inspired formulation of the isoperimetric problem, is described in the first chapter.
Bártlová, Tereza
core
Li-Yau inequalities for the Helfrich functional and applications. [PDF]
Rupp F, Scharrer C.
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A De Giorgi conjecture on the regularity of minimizers of Cartesian area in 1D. [PDF]
Bellettini G, Kholmatov SY.
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Complete characterization of anisotropic geodesics in the Euclidean space. [PDF]
Aldrigo P.
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From Steklov to Neumann via homogenisation. [PDF]
Girouard A, Henrot A, Lagacé J.
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Gradient Flow Dynamics for Cell Membranes in the Canham-Helfrich Model. [PDF]
Rupp F, Scharrer C, Schlierf M.
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Free boundary minimal Möbius bands in toroids. [PDF]
Schulz MB.
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Geometric confound in head circumference percentile change during helmet therapy. [PDF]
Oulasvirta E.
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Pólya-Szegő Inequalities on Submanifolds with Small Total Mean Curvature. [PDF]
Aldrigo P, Balogh ZM.
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Decay of the Weyl curvature in expanding black hole cosmologies. [PDF]
Schlue V.
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