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Mathematical analysis / Curvature / Willmore energy / Gaussian curvature / Computer representation of surfaces / Differential geometry of surfaces / Freeform surface modelling / Gauss–Bonnet theorem / Sphere / Geometry / Surfaces / Differential geometry


1 Energy Minimizers for Curvature-Based Surface Functionals Pushkar Joshi1 and Carlo Séquin2 [removed], [removed]
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Document Date: 2007-03-30 15:33:04


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City

Cambridge / /

Company

Argonne National Laboratory / Bajaj / Harvard University Press / /

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Facility

University of California / /

IndustryTerm

energy optimization / design applications / energy minimizing shapes / minimum energy / energy minimization / minimum energy shapes / energy gradient computations / energy functionals / surface energy / energy values / local energy minima / line search routine / energy minima / lower energy / energy gradient / interactive surface design tool / search direction / final minimum energy state / shape operator / energy / energy minimizer / zero energy value / energy minimum / surface energy functionals / local energy minimum / average energy / energy cost / aesthetic energy / minimum energy shape / consumer products / junction energy / energy minimizing forms / energy gradients / energy minimizers / energy space / energy increases / energy value / minimal-energy shapes / energy minimizing / energy optimization system / /

Organization

Ale Univ. / Harvard University / CS Division / University of California / Berkeley / American Math Society / /

Person

Clifford Torus / Schroeder / /

Position

designer / /

ProvinceOrState

California / Massachusetts / /

PublishedMedium

Crelle's Journal / /

Technology

CAD system / Ale / Animation / CAD / /

URL

http /

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