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OCTAL
- Referenced in 2 articles
[sw29609]
- OCTAL: Optimal Completion of gene trees in polynomial time. Background: For a combination of reasons ... gene trees can impact downstream analyses, accurate completion of gene trees is desirable. Results...
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Chordal
- Referenced in 6 articles
[sw27125]
- polynomial set can be described with a graph. By exploiting some suitable ”chordal completion...
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RevSCA
- Referenced in 2 articles
[sw37909]
- existing SCA methods are completely blind on the resulting polynomials, and their techniques for effective...
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POLYNOMIAL
- Referenced in 4 articles
[sw20655]
- polynomial in Bernstein form when the polynomial is not given with this representation are provided ... have completed the library with other algorithms to perform other usual operations with polynomials...
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SLIDE
- Referenced in 8 articles
[sw08449]
- propagate SLIDE and provide a complete propagator for CardPath. Since propagation is NP-hard ... identify special cases where propagation takes polynomial time. Our experiments demonstrate that using SLIDE...
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BoijSoederbergCICone.m2
- Referenced in 3 articles
[sw24208]
- diagrams of complete intersections. We investigate decompositions of Betti diagrams over a polynomial ring within ... decompose it into the Betti diagrams of complete intersections. To do so, we determine...
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RAEEM
- Referenced in 14 articles
[sw00773]
- package RAEEM which is a comprehensive and complete implementation of such methods as the tanh ... exact traveling wave solutions, including those of polynomial, exponential, triangular, hyperbolic, rational, Jacobi elliptic, Weierstrass...
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CoLoSS
- Referenced in 14 articles
[sw07016]
- compositional way. It implements a uniform polynomial space algorithm to decide satisfiability for modal logics ... easily integrated into CoLoSS by providing a complete axiomatisation of their semantics in a specific...
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Algebraic Numbers
- Referenced in 1 article
[sw28608]
- existing libraries for matrices, factorization of rational polynomials, and Sturm’s theorem, we formalized algebraic ... compute roots and completely factorize real and complex polynomials, provided that all coefficients are rational...
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HBAC
- Referenced in 2 articles
[sw09882]
- programs is EXPTIME-complete, while the problem is solvable in polynomial time under a reasonable...
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BertiniLab
- Referenced in 6 articles
[sw14295]
- Bertini is described. Bertini solves systems of polynomial equations. BertiniLab can be used to create ... specific kind of problem. A complete example of an application to ferromagnetism is presented...
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nsga2R
- Referenced in 2 articles
[sw28714]
- crossover, and polynomial mutation are called in the main program, nsga2R, to complete the search...
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CLab
- Referenced in 2 articles
[sw31191]
- fast (polynomial) and used to make the interactive product configuration process complete and backtrack-free...
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CABAL
- Referenced in 2 articles
[sw32208]
- CABAL: Polynomial and power series algebra on a parallel computer. The work on designing ... completed. Our initial system described here is designed to perform simple polynomial and power series...
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AlgRemez
- Referenced in 4 articles
[sw23218]
- Remez algorithm which calculates optimal rational (and polynomial) approximations to the nth root over ... program, is quite difficult to get completely correct, e.g., the Maple implementation of the algorithm...
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HEWN
- Referenced in 3 articles
[sw02189]
- problem. This paper presents an algorithm with polynomial time complexity for CLIQUE problem. A Hierarchical ... which is equivalent to the corresponding Maximum Complete Subgraph Tree (MCST) is proposed ... time complexity of building HEWN is polynomial. The implementation results coincide with the proofs...
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ClusterES
- Referenced in 7 articles
[sw18311]
- basis functions in this method form a complete orthonormal set and are expressible in terms ... combination of preconditioned block eigensolvers and Chebyshev polynomial filter accelerated subspace iterations. Several algorithmic...
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MHS
- Referenced in 4 articles
[sw31594]
- completed finite period map and Galois theory of supercongruences. A period is a complex number ... finitely many inequalities between polynomials with rational coefficients. Although periods are typically transcendental numbers, there...
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Jordan Normal Forms
- Referenced in 6 articles
[sw28566]
- theory, namely that the growth rate is polynomially bounded if and only if the spectral ... suitable setup of the code generator. It completely subsumes our former AFP-entry on executable...