'Modulo' presentation slideshows

Modular Arithmetic and the RSA Cryptosystem

1.15k views • 98 slides

Modular Arithmetic and the RSA Cryptosystem

975 views • 97 slides

Introduction to Perl

Introduction to Perl. Thaddeus Aid IT Learning Programme University of Oxford 15/04/2014. About the course. In these three sessions we will cover: Basic Programming Concepts Perl Syntax Data input, manipulation, and output

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15-251

15-251. Some. Great Theoretical Ideas in Computer Science. for. Modular Arithmetic and the RSA Cryptosystem. Lecture 17 (March 18, 2008). p-1. 1. ? p. Public Key Cryptography. -----BEGIN PGP PRIVATE KEY BLOCK----- Version: PGP 8.1 - not licensed for commercial use: www.pgp.com

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The RSA Cryptosystem and Factoring Integers

The RSA Cryptosystem and Factoring Integers. OUTLINE. [1] Modular Arithmetic Algorithms [2] The RSA Cryptosystem [3] Quadratic Residues [4] Primality Testing [5] Square Roots Modulo n [6] Factoring [ 7] The Rabin Cryptosystem. [1] Modular Arithmetic Algorithms 1. The integers

625 views • 52 slides

The RSA Cryptosystem and Factoring Integers

The RSA Cryptosystem and Factoring Integers. Rong-Jaye Chen. OUTLINE. [1] Modular Arithmetic Algorithms [2] The RSA Cryptosystem [3] Quadratic Residues [4] Primality Testing [5] Square Roots Modulo n [6] Factoring [ 7] The Rabin Cryptosystem. [1] Modular Arithmetic Algorithms

529 views • 52 slides

Computer Security

Computer Security. Modular Arithmetic RSA Analysis SSL/TLS Heartbleed Bug. (a mod n) means the remainder of a divided by n. Definition: Modular equivalence of integers a and b a ? b [mod n] ? (a mod n) = (b mod n) ? a = b + kn for some integer k Written as a ? n b, and spoken

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INTRODUCTION TO DIGITAL SIGNAL PROCESSORS

INTRODUCTION TO DIGITAL SIGNAL PROCESSORS Accumulator architecture Memory-register architecture Prof. Brian L. Evans Contributions by Dr. Niranjan Damera-Venkata and Mr. Magesh Valliappan Embedded Signal Processing Laboratory The University of Texas at Austin Austin, TX 78712

1.21k views • 32 slides

The Evolution of Recovery Schemes in Distributed Dependable Computing

The Evolution of Recovery Schemes in Distributed Dependable Computing. B. Sc. Nikolai Andree B. Sc. Matthieu-P. Schapranow Multiprocessor Scheduling Course by Prof. Dr. Lars Lundberg, Prof. Dr. Andreas Polze Hasso-Plattner-Insitute for IT-Systems Engineering, University of Potsdam May 2oo6.

282 views • 28 slides

EKT 221 : Digital 2 COUNTERS

EKT 221 : Digital 2 COUNTERS. Synchronous Counter. To eliminate the "ripple" effects, a common clock pulse for each flip-flop and a combinational circuit are used to generate the next state. For an up-counter (counts up by 1), an incrementer is used. Synchronous Counter.

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Some Training

Some Training. State Assignment of synchronous FSM based on partitions. To encode machine M we need 3 two-block partitions such that:. Example 1. We generate closed partitions. G,H. C,D. G,E. A,C. A,B. F,H. E,F. B,D. Example continued . Gra ph of successor pairs :.

325 views • 21 slides

Bingfeng Mei, Serge Vernalde, Diederik Verkest, Hugo De Man, Rudy Lauwereins

Exploiting Loop-Level Parallelism for Coarse-Grained Reconfigurable Architectures Using Modulo Scheduling. Bingfeng Mei, Serge Vernalde, Diederik Verkest, Hugo De Man, Rudy Lauwereins Presented By: Nikhil Bansal. Outline. Introduction coarse-grained reconfigurable architectures

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Sampling, Reconstruction, and Elementary Digital Filters

Sampling, Reconstruction, and Elementary Digital Filters. R.C. Maher ECEN4002/5002 DSP Laboratory Spring 2002. Sampling and Reconstruction.

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Discrete Mathematics: Number Theory (3)

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Lecture 3 Strings and Things (Section 1.1)

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Activity 2-9: Quadratic Reciprocity

www.carom-maths.co.uk. Activity 2-9: Quadratic Reciprocity. Modulo arithmetic is a helpful way to look at the properties of numbers. . We say a ? b (mod c) if c divides a - b . Another way of putting it is that both a and b have the same remainder when divide by c . .

581 views • 12 slides

Modulo Precoding for 11ac

January 2011. Modulo Precoding for 11ac. Authors:. Date: 2011-01-17. January 2011. Introduction. Precoding Techniques for MU-MIMO Linear precoding - Low complexity , Low data rate (capacity) Channel Inversion MMSE Precoding Block Diagonalization

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China/Mexico Case Study [GCP Brazil: Modulo 2]

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MODULO V MATERIALES EDUCATIVOS DIGITALES

MODULO V MATERIALES EDUCATIVOS DIGITALES. ACTIVIDAD 1.

128 views • 2 slides