Searching for "Computing by commuting." – sorted by Relevance.
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Applications Of Commutative And Computational Algebra To Partial Differential Equations
- APPLICATIONS OF COMMUTATIVE AND COMPUTATIONAL ALGEBRA TO PARTIAL DIFFERENTIAL EQUATIONS W.W. ADAMS
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Tropical convexity via cellular resolutions
- commutative algebra can be used to compute tropical convex hulls. Tropical cyclic polytopes are also presented
- Cited by 4 (1 self) – Add To MetaCart
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Commutativity Analysis: A Technique for Automatically Parallelizing Pointer-Based Computations
- Commutativity Analysis: A Technique for Automatically Parallelizing Pointer-Based Computations
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Commutativity Analysis: A New Technique for Automatically Parallelizing Serial Programs
- to discover when pieces of the computation commute (i.e. generate the same result regardless of the order
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Automatically Parallelizing Serial Programs Using Commutativity Analysis
- to discover when pieces of the computation commute (i.e. generate the same result regardless of the order
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Commutativity Analysis: A Technique for Automatically Parallelizing Pointer-Based Computations
- Commutativity Analysis: A Technique for Automatically Parallelizing Pointer-Based Computations
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Commutativity Analysis: A New Analysis Technique for Parallelizing Compilers
- , for automatically parallelizing computations that manipulate dynamic, pointer-based data structures. Commutativity
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Constructing irreducible representations of finitely presented algebras
- polynomial identity” (and elementary computational commutative algebra), for determining whether or not a
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IDEALS IN COMPUTABLE RINGS
- that there are computable commutative rings with identity where the nilradical is Σ 0 1-complete, and the Jacobson radical
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Decidable Cases of the Rational Sequence Problem
- make use of methods drawn from transcendental number theory and computational commutative algebra
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