This book describes data structures, methods of organizing large amounts of data, and algorithm analysis, the estimation of the running time of algorithms. As computers become faster and faster, the need for programs that can handle large amounts of
Pearls of discrete mathematics Pearls of discrete mathematicsPearls of discrete mathematicsPearls of discrete mathematicsPearls of discrete mathematicsPearls of discrete mathematicsPearls of discrete mathematicsPearls of discrete mathematicsPearls o
Version 4.2 of VRA is a completely functional and a practically unlimited version of VRA and is free for use, copying, and distribution if it is used for academic/educational purposes. The only limitation that VRA has is that it will not let you sav
PREFACE Purpose/Goals This book describes data structures, methods of organizing large amounts of data, and algorithm analysis, the estimation of the running time of algorithms. As computers become faster and faster, the need for programs that can h
The importance of discrete and combinatorial mathematics has increased dramatically within the last few years. The purpose of the Handbook of Discrete and Combinatorial Mathematics is to provide a comprehensive reference volume for computer scientis
We describe a hardware-oriented design of a complex division algorithm proposed in .6 This algorithm is similar to a radix-r digit-recurrence division algorithm with real operands and prescaling. Prescaling of complex operands allows efficient selec
The purpose of the thesis was to investigate and evaluate existing algorithms for division of complex numbers. The investigation should include implementation of a few suitable algorithms in VHDL. The main application for the divider is compensation
揭秘系列，离散数学 In today’s world, analytical thinking is a critical part of any solid education. An important segment of this kind of reasoning—one that cuts across many disciplines—is discrete mathematics. Discrete math concerns counting, probability, (s
This paper is concerned with the numerical solution of the general initial value problem for linear recurrence relations. An error analysis of direct recursion is given, based on relative rather than absolute error, and a theory of relative stabilit
