Maximum utilization of all elements in biomass waste. [PDF]
Innovation (Camb)Luo Y, Ao T, Deng F, Xie Z, Li D.
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Dual-polarized ku-band microstrip antenna array with metamaterial loading and protective superstrate for GB-SAR applications. [PDF]
Sci RepDesouky AF +4 more
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On the maximum orders of elements of finite almost simple groups and primitive permutation groups
Guest, Simon +3 more
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When an OS update becomes a hypoglycemia trigger: a "software change safety case" for CGM ecosystems. [PDF]
Ther Adv Endocrinol MetabVijayasimha M, Srikanth M.
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An Adaptive Finite Element Method for Minimal Surfaces
, 2003 Our aimis to compute surfaces of the topological type of the disc that are stationary points of the area functional. Since such computations may be very time consuming, we derive an a posteriori controlled adaptive algorithm based on a recently developed and analyzed finite element method [11] [12] [13]. Numerical results are presented for two examples.
Dörfler, W., Siebert, K. G.
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Vector Equilibrium Problems, Minimal Element Problems and Least Element Problems
Positivity, 2007zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Ya-Ping Fang +2 more
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Minisurf – A minimal surface generator for finite element modeling and additive manufacturing [PDF]
Software Impacts, 2020 Triply periodic minimal surfaces (TPMSs) have long been studied by mathematicians but have recently garnered significant interest from the engineering community as ideal topologies for shell-based architected materials with both mechanical and functional
Meng-Ting Hsieh, Lorenzo Valdevit
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Maximal elements with minimal logic
Information Processing Letters, 2023zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Minimal Elements for the Prime Numbers
Experimental Mathematics, 2016We say a string of symbols s is minimal for a language L if s is a member of L, and it is not possible to obtain another member of L by striking out one or more symbols from s. Although the set M(L) of minimal strings is necessarily finite, determining it explicitly for a given L can be a difficult computational problem.
Curtis Bright +2 more
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Characterization of minimal elements in minimization problems with constraints
Journal of Optimization Theory and Applications, 1978LetX be a compact Hausdorff space andC(X) be the set of all continuous functions defined onX. LetV⊂C(X), and consider the problem of minimizing supx∈XW[x,v(x)], withv∈V. The functionW is a generalized weight function and can be chosen such that certain constraints are included.
Brosowski, B., Wuytack, L.
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