'Binary operations' diaporamas de présentation

Stack and Queue

Stack and Queue. Stack. Definition. Stack is an ordered collection of data items in which access is possible only at one end (called the top of the stack). Stacks are known as LIFO (Last In, First Out) lists. The last element inserted will be the first to be retrieved.

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Data & Network Security

Data & Network Security. Mrs. Iqra Shahid Lecturer Department of Computer Science iqrasatar@gmail.com. Lecture # 02 Mathematics of Cryptography. Objectives.

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Lecture 3. Boolean Algebra, Logic Gates

CS147. Lecture 3. Boolean Algebra, Logic Gates. 2x. Prof. Sin-Min Lee Department of Computer Science. Chapter Goals. Boolean Algebra Identify the basic gates and describe the behavior of each Combine basic gates into circuits

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Chapter 2 Mathematics of Cryptography Part I: Modular Arithmetic

Chapter 2 Mathematics of Cryptography Part I: Modular Arithmetic. 2-1 INTEGER ARITHMETIC. In integer arithmetic, we use a set and a few operations. You are familiar with this set and the corresponding operations, but they are reviewed here to create a background for modular arithmetic.

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Evolution of OpenCL *

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Chapter 6 The Relational Algebra and Relational Calculus

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International Workshop on Machine Learning and Text Analytics (MLTA2013)

International Workshop on Machine Learning and Text Analytics (MLTA2013). Linear Algebra for Machine Learning and IR. Manoj Kumar Singh. DST-Centre for Interdisciplinary Mathematical Sciences(DST-CIMS) Banaras Hindu University (BHU), Varanasi-221005, INDIA. E-mail: manoj.dstcims@bhu.ac.in.

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Binary Numbers

Binary Numbers. Outcome. Familiar with the binary system Binary to Decimal and decimal to binary Adding two binary sequences Logic gates Hexadecimal system. Reading. http://www.math.grin.edu/~rebelsky/Courses/152/97F/Readings/student-binary

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Introduction To Number Theory

Introduction To Number Theory. Seminar In Primality Testing. The Chineese Remainder theorem.

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Rings and fields

Rings and fields. INTRODUCTION. We have studied groups, which is an algebraic structure equipped with one binary operation. Now we shall study rings which is an algebraic structure equipped with two binary operations. Rings.

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Stacks

Stacks. Chapter 5. Chapter Objectives. To learn about the stack data type and how to use its four methods: push, pop, peek, and empty To understand how Java implements a stack To learn how to implement a stack using an underlying array or a linked list

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COM5336 Cryptography Lecture 11 Euclidean Domains & Division Algorithm

COM5336 Cryptography Lecture 11 Euclidean Domains & Division Algorithm. Scott CH Huang. COM 5336 Cryptography Lecture 10. Groups. Binary operations on a set is a mapping A set w/ an operation satisfying Closure Associativity Identity Inverse The most fundamental algebraic structure

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Chapter 6 The Relational Algebra and Relational Calculus

Chapter 6 The Relational Algebra and Relational Calculus. Chapter 6 Outline. Unary Relational Operations: SELECT and PROJECT Relational Algebra Operations from Set Theory Binary Relational Operations: JOIN Additional Relational Operations Examples of Queries in Relational Algebra.

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CMSC 100 From the Bottom Up: It's All Just Bits

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Binary Numbers

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Reminders

Reminders. Facebook: ACM at UCF Vote in the Windows 8 poll! Website: www.cs.ucf.edu/~acm Dues: $5 per semester or $10 total. Google & Microsoft. Monday 9/24 Google AMA 11am-1pm, HEC 101 Google Street View Tech Talk 6pm-7:30pm, HEC 101 Microsoft Resume & Interview Prep 8pm, HEC 101.

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Boolean Matrix Zero-one Matrices

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Regular Expressions and Non-regular Languages

Regular Expressions and Non-regular Languages. Example. Units for the binary operations. Definition. Non-regularity. Theorem - Pumping Lemma. Proof of Th 1.37. Example. Example. Example. Example - Pumping Down.

264 views • 11 slides