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Pretension simulation and experiment of a negative Gaussian curvature cable dome
Engineering Structures, 2016Dai Zhou
exaly
Variation of gaussian curvature under conformal mapping and its application
Computers and Mathematics With Applications, 1993C Kambhamettu, D B Goldgof
exaly
On gaussian curvature equation in $ \mathbb{R}^2 $ with prescribed nonpositive curvature
Discrete and Continuous Dynamical Systems, 2020Huyuan Chen, Dong Ye
exaly
Triangular surface mesh fairing via Gaussian curvature flow
Journal of Computational and Applied Mathematics, 2006Guoliang Xu
exaly
On eigenforms on surfaces with null Gaussian curvature
1984The author asserts that the following theorem is valid: Let F be a developable surface in the Euclidean 3-space. Let \(\omega\) be a Pfaffian form on F and let \(\Delta\) denote the Laplacian on \(\omega\). If we have \(\Delta \omega =\lambda \omega\), \(\lambda\in R\), \(\lambda
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Negative Gaussian Curvature Cable Dome and Its Feasible Prestress Design
Journal of Aerospace Engineering, 2016Mingliang Zhu
exaly

