Integer multiplication

This paper addresses the problem of uncapacitated multiple allocation p-hub center problem (UMApHCP) which is fundamental in proper functioning of time-sensitive transportation systems. A mixed-integer programming formulation is proposed for the problem and a highly efficient Benders decomposition algorithm is developed for solving it.

10p tohitohi 22-05-2020 37 0   Download

The following will be discussed in lecture Algorithm design - Chapter 5: Divide and Conquer II: Master theorem, integer multiplication, matrix multiplication, convolution and FFT. inviting you refer.

67p youcanletgo_03 14-01-2016 58 3   Download

Hanoi Mathematical Society Hanoi Open Mathematical Olympiad 2010 Senior Section Sunday, 28 March 2010 08h45-11h45 Important: Answer all 10 questions. Enter your answers on the answer sheet provided. For the multiple choice questions, enter only the letters (A, B, C, D or E) corresponding to the correct answers in the answer sheet. No calculators are allowed. Q1. The number of integers n ∈ [2000, 2010] such that 22n + 2n + 5 is divisible by 7, is (A): 0; (B): 1; (C): 2; (D): 3; (E) None of the above. Q2. The last 5 digits of the number 52010 are (A): 65625; (B):...

2p sarahhottest 08-04-2013 69 7   Download

MULTIPLE POSITIVE SOLUTIONS OF SINGULAR DISCRETE p-LAPLACIAN PROBLEMS VIA VARIATIONAL METHODS RAVI P. AGARWAL, KANISHKA PERERA, AND DONAL O’REGAN Received 31 March 2005 We obtain multiple positive solutions of singular discrete p-Laplacian problems using variational methods. 1. Introduction We consider the boundary value problem −∆ ϕ p ∆u(k − 1) = f k,u(k) , k ∈ [1,n], (1.1) u(k) 0, k ∈ [1,n], u(0) = 0 = u(n + 1), where n is an integer greater than or equal to 1, [1,n] is the discrete interval {1,...,n}, ∆u(k) = u(k + 1) − u(k) is the forward difference operator, ϕ p (s) = |s| p−2 s,..

7p sting12 10-03-2012 32 3   Download

Eratosthenes of Cyrene, b.c. 276 BC, Cyrene, Libya; d.c.194 BC,Alexandria. * He was the first man to calculate the circumference of the Earth, * and was also known for working on calendars with leap years and * running the library at Alexandria. * * The algorithm is quite simple: * Given an array of integers starting at 2, cross out all multiples of 2. * Find the next uncrossed integer, and cross out all of its multiples. * Repeat until you have passed the square root of the maximum value. * * @authorAlphonse, @version 13 Feb 2 002...

192p xuongtv 20-02-2011 124 28   Download

Arithmetic for Computers: Operations on integers: Addition and subtraction, Multiplication and division, Dealing with overflow. Floating-point real numbers: Representation and operations.

50p chikien276 13-10-2010 116 10   Download