structure,it can be solved by the matrix decomposition algorithm and fast Fourier transform for the fast computation of large-scale problems and meanwhile saving computer memory space.Several numerical examples are provided to demonstrate its applicability and efficacy in two and three dimensional domains...
Application of a simulated annealing algorithm in the optimal placement of the source points in the method of the fundamental solutions Comput Mech, 28 (2002), pp. 129-136, 10.1007/s00466-001-0276-9 View in ScopusGoogle Scholar [24] C.J.S. Alves On the choice of source points in the ...
A special iterative solution algorithm is presented, which converts the original (mixed) problem to a sequence of pure Dirichlet and pure Neumann subproblems. The pure subproblems can be handled efficiently by using conjugate gradients. The efficiency is significantly increased by embedding the ...
The Fundamental Theorem of Algebra Made Effective: An Elementary Real-algebraic Proof via Sturm Chains Sturm's theorem (1829/35) provides an elegant algorithm to count and locate the real roots of any real polynomial. In his residue calculus (1831/37), Cauch... M Eisermann - 《American Math...
Donald Knuth: "An algorithm must be seen to be believed".Welcome to curated GitHub repository, featuring a comprehensive collection of fundamental Algorithms and Data structures organized into various categories to cater to the needs of software engineers and computer science students. Each Algorithm ...
In Sect. 3, we propose an algorithm for solving the Plateau problem based on the MFS. Section 4 shows that an approximate surface exists and it converges to one of minimal surfaces in H1 topology. In particular, we show the Dirichlet energy’s convergence and the mean curvature’s L∞-...
In the particular case of circular domains, the algorithm allows to obtain errors close to machine precision, with condition numbers of order O(1), independently of the number of points sources and R. 展开 关键词: Laplace equation Method of fundamental solutions Ill conditioning ...
Abstract General successive convex relaxation methods (SRCMs) can be used to compute the convex hull of any compact set, in an Euclidean space, described by a system of quadratic inequalities and a compact convex set. Linear complementarity problems (LCPs) make an interesting and rich class of ...
Thus, with this rule, the possibility of an 18-year-old drinking beer (the P and not-Q case) becomes very salient because the rule automatically triggers an evolutionary algorithm specifically concerned with detecting card selections that happen to be correct. The indicative rule of course does...
The algorithm is of relevance to multiple fields of science. The algorithm is demonstrably important. For example, it is classic enough to be included in textbooks, or it is based on a peer-reviewed article that has a substantial number of citations. ...