Item Tag: 7.2in

Pearson Health Professional’s Drug Guide 2011-2012 (Pharmacology)

This comprehensive textbook is a must-have for any healthcare professional interested in the subject area of pharmacology. The Pearson Health Professional’s Drug Guide 2011-2012 covers a wide range of topics related to drug administration, dosing, and adverse effects.

Beginner’s Guides: C++ by Herbert Schildt (2002, Trade Paperback)

This textbook is a great resource for beginners who want to learn C++. Written by Herbert Schildt and published by McGraw-Hill Osborne in 2002, it has 632 pages covering the basics of the programming language. The book is part of the “Beginner's Guides” series and comes in a trade paperback format that measures 9.1in x 7.2in x 1.4in. The book is suitable for those who have no prior experience with programming as it is catered towards beginners. It covers important aspects like data types, control statements, functions, arrays, pointers, and more. The book is in English and has been categorized as a textbook under “Textbooks, Education & Reference” on eBay.

Beginner’s Guides: C++ by Herbert Schildt (2002, Trade Paperback)

This textbook is a great resource for beginners who want to learn C++. Written by Herbert Schildt and published by McGraw-Hill Osborne in 2002, it has 632 pages covering the basics of the programming language. The book is part of the “Beginner's Guides” series and comes in a trade paperback format that measures 9.1in x 7.2in x 1.4in. The book is suitable for those who have no prior experience with programming as it is catered towards beginners. It covers important aspects like data types, control statements, functions, arrays, pointers, and more. The book is in English and has been categorized as a textbook under “Textbooks, Education & Reference” on eBay.

Elementary Number Theory by Kenneth H. Rosen (2010, Hardcover, New Edition)

About this product Product InformationElementary Number Theory, Sixth Edition , blends classical theory with modern applications and is notable for its outstanding exercise sets. A full range of exercises, from basic to challenging, helps readers explore key concepts and push their understanding to new heights. Computational exercises and computer projects are also available. Reflecting many years of professors’ feedback, this edition offers new examples, exercises, and applications, while incorporating advancements and discoveries in number theory made in the past few years.Product IdentifiersPublisher: Pearson EducationISBN-10: 0321500318ISBN-13: 9780321500311eBay Product ID (ePID): 72444498Product Key FeaturesAuthor: Kenneth RosenPublication Name: Elementary Number TheoryFormat: HardcoverLanguage: EnglishFeatures: New EditionPublication Year: 2010Type: TextbookNumber of Pages: 768 PagesDimensionsItem Length: 9.2in.Item Height: 1.3in.Item Width: 7.2in.Item Weight: 44 OzAdditional Product FeaturesLc Classification Number: Qa241.R67 2011Edition Description: New EditionEdition Number: 6 Table of Content:P. What is Number Theory? The Integers. 1.1.Numbers and Sequences. 1.2.Sums and Products. 1.3.Mathematical Induction. 1.4.The Fibonacci Numbers. Integer Representations and Operations. 2.1.Representations of Integers. 2.2.Computer Operations with Integers. 2.3.Complexity of Integer Operations. Primes and Greatest Common Divisors. 3.1.Prime Numbers. 3.2.The Distribution of Primes. 3.3.Greatest Common Divisors. 3.4.The Euclidean Algorithm. 3.5.The Fundamental Theorem of Arithmetic. 3.6.Factorization Methods and Fermat Numbers. 3.7.Linear Diophantine Equations. Congruences. 4.1.Introduction to Congruences. 4.2.Linear Congruences. 4.3.The Chinese Remainder Theorem. 4.4.Solving Polynomial Congruences. 4.5.Systems of Linear Congruences. 4.6.Factoring Using the Pollard Rho Method. Applications of Congruences. 5.1.Divisibility Tests. 5.2.The perpetual Calendar. 5.3.Round Robin Tournaments. 5.4.Hashing Functions. 5.5.Check Digits. Some Special Congruences. 6.1.Wilson’s Theorem and Fermat’s Little Theorem. 6.2.Pseudoprimes. 6.3.Euler”s Theorem. Multiplicative Functions.7.1.The Euler Phi-Function. 7.2.The Sum and Number of Divisors. 7.3.Perfect Numbers and Mersenne Primes. 7.4.Möbius Inversion. 7.5.Partitions. Cryptology. 8.1.Character Ciphers. 8.2.Block and Stream Ciphers. 8.3.Exponentiation Ciphers. 8.4.Knapsack Ciphers. 8.5.Cryptographic Protocols and Applications. Primitive Roots. 9.1.The Order of an Integer and Primitive Roots. 9.2.Primitive Roots for Primes. 9.3.The Existence of Primitive Roots. 9.4.Index Arithmetic. 9.5.Primality Tests Using Orders of Integers and Primitive Roots. 9.6.Universal Exponents. Applications of Primitive Roots and the Order of an Integer. 10.1.Pseudorandom Numbers. 10.2.The EIGamal Cryptosystem. 10.3.An Application to the Splicing of Telephone Cables. Quadratic Residues. 11.1.Quadratic Residues and nonresidues. 11.2.The Law of Quadratic Reciprocity. 11.3.The Jacobi Symbol. 11.4.Euler Pseudoprimes. 11.5.Zero-Knowledge Proofs. Decimal Fractions and Continued. 12.1.Decimal Fractions. 12.2.Finite Continued Fractions.12.3. Infinite Continued Fractions. 12.4.Periodic Continued Fractions. 12.5.Factoring Using Continued Fractions. Some Nonlinear Diophantine Equations. 13.1.Pythagorean Triples. 13.2.Fermat”s Last Theorem. 13.3.Sums of Squares.13.4. Pell”s Equation. 13.5.Congruent Numbers. The Gaussian Integers. 14.1.Gaussian Primes. 14.2.Unique Factorization of Gaussian Integers. 14.3.Gaussian Integers and Sums of Squares. Copyright Date: 2011Target Audience: College AudienceTopic: General, Number TheoryLccn: 2010-002572Dewey Decimal: 512.7/2Dewey Edition: 22Illustrated: YesGenre: Mathematics