Sum-product estimate for |A + A| + |f (A) + B| for a quadratic polynomial f Boris Bukh and Jacob Tsimerman Theorem 1. Let f ∈ Fp [X] be a polynomial of degree 2. Then for all sets A, B ⊂ Fp √

Source URL: www.borisbukh.org

Debian dependency resolution in polynomial time Niels Thykier Debian Developer Release Manager 21. August 2015

Source URL: annex.debconf.org

UNIFORMITY IN THE POLYNOMIAL WIENER-WINTNER THEOREM NIKOS FRANTZIKINAKIS Abstract. In 1993, E. Lesigne proved a polynomial extension of the Wiener-Wintner theorem and asked two questions: does this result have a uniform

Source URL: www.math.uoc.gr

1 Interior Point Methods The interior point method for linear programming was introduced by Karmakar inIt runs in polynomial time and is a practical method. For many problems it is competitive or superior to the s

Source URL: resources.mpi-inf.mpg.de

A Polynomial-Time-Delay and Polynomial-Space Algorithm for Enumeration Problems in Multi-Criteria Optimization Yoshio Okamoto1 and Takeaki Uno2 1

Source URL: research.nii.ac.jp

Discrete Mobile Centers Jie Gao∗ Leonidas J. Guibas∗ Li Zhang‡

Source URL: geometry.stanford.edu

• Cluster analysis
• Data mining
• Geostatistics
• Set cover problem
• Randomized algorithm
• Logarithm
• Data stream clustering
• Polynomial interpolation

HASSE’S LOCAL-GLOBAL PRINCIPLE - ABSTRACT THOMAS POGUNTKE Let f ∈ Q[x1 , . . . , xn ] be a polynomial with rational coefficients. One strategy to find a root of f might be to look at each prime (or, more precisely, e

Source URL: www.math.uni-bonn.de

On Homogeneous Polynomial Approximations of Nolinear Control Systems R. BALAN Polytechnic Institute of Bucharest Department of Automatic Control and Computers

Source URL: www.math.umd.edu

The polynomial solvability of selected bicriteria scheduling problems on parallel machines with equal length jobs and release dates Hari Balasubramanian1 , John Fowler2 , and Ahmet Keha2 1: Department of Mechanical and I

Source URL: people.umass.edu

MHF 4U Unit 1 –Polynomial Functions– Outline Day Lesson Title Specific Expectations 1 Average Rate of Change and Secants D1.2, 1.6, both D1.1A’s 2-3 Instantaneous Rate of Change and Tangents D1.6, 1.4, 1.7, 1.5, b

Source URL: www.edugains.ca