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Showing 1 to 3 of 3 for “"evaluation and interpolation"”.
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On The Parallelization Of Integer Polynomial Multiplication
… accelerator technologies, multi-core processors and GPUs, much effort for taking advantage of those architectures by designing parallel algorithms has been made. To achieve this goal, one needs to consider both algebraic complexity and parallelism, plus making efficient use of memory traffic, …
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Algorithms for Regular Chains of Dimension One
One of the core commands in the RegularChains library inside Maple is Triangularize. The underlying decomposes the solution set of a polynomial system into geometrically meaningful components represented by regular chains. This algorithm works by repeatedly calling a procedure, called Intersect, …
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Higher-Order Calculations in Quantum Chromodynamics
In this thesis, several techniques and advances in higher-order Quantum Chromodynamics (QCD) calculations are presented. There is a particular focus on 2-loop 5-point massless QCD amplitudes, which are currently at the frontier of higher-order QCD calculations. Firstly, we study the …