MHF 4U Unit 1 –Polynomial Functions– Outline Day 1 Lesson Title

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Polynomial Space and Delay Algorithms for Enumeration of Maximal Motifs in a Sequence Hiroki Arimura1? and Takeaki Uno2 1 Hokkaido University, Kita 14-jo, Nishi 9-chome, Sapporo, JAPAN

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SAT Solving for Termination Analysis with Polynomial Interpretations⋆⋆⋆ Carsten Fuhs1 , J¨ urgen Giesl1 , Aart Middeldorp2 , Peter Schneider-Kamp1 , Ren´e Thiemann1 , and Harald Zankl2 1

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MOMENT PROBLEM IN INFINITELY MANY VARIABLES MEHDI GHASEMI1 , SALMA KUHLMANN2 , MURRAY MARSHALL1 Abstract. The multivariate moment problem is investigated in the general context of the polynomial algebra R[xi | i ∈ Ω]

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Tensor-based Hardness of the Shortest Vector Problem to within Almost Polynomial Factors

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Chapter 5: The Joints Problem Adam Sheffer April 21, 2015 In some sense the topic of this course originated from a paper by Guth and Katz [3], in which they used polynomial methods to solve two problems. One of these pro

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Polynomial Flow-Cut Gaps and Hardness of Directed Cut Problems∗ Julia Chuzhoy† Sanjeev Khanna‡ December 10, 2008

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February 3, 2009 COM S 6810 Theory of Computing Lecture 5: Polynomial Hierarchy Instructor: Rafael Pass

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• Computational complexity theory
• Complexity classes
• Theory of computation
• Polynomial hierarchy
• P versus NP problem
• IP
• True quantified Boolean formula
• NP
• PP
• Oracle machine
• PSPACE-complete
• Polynomial-time reduction

Elliptic Curves and Galois Representations Caleb McWhorter Fall 2014 General Motivation Diophantine equations are the study of solutions of polynomial equations in integers or rationals. Take the

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General Spline Filters for Discontinuous Galerkin Solutions J¨org Peters July 16, 2015 Abstract The discontinuous Galerkin (dG) method outputs a sequence of polynomial pieces. Post-processing the sequence by Smoothness-

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