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Cryptography An introduction to one of the backbones of the digital world Cryptography is one of the most important aspects of information technology security, central to the protection of digital assets and the mitigation of risks that come with increased global connectivity. The digital world is wholly reliant on secure algorithms and protocols for establishing identity, protecting user data, and more. Groundbreaking recent developments in network communication and a changing digital landscape have been accompanied by similar advances in cryptography, which is more central to digital life than ever before. This book constitutes a comprehensive yet accessible introduction to the algorithms, protocols, and standards which protect the modern internet. Built around both foundational theories and hundreds of specific algorithms, it also incorporates the required skills in complex mathematics. The result is an indispensable introduction to the protocols and systems which should define cryptography for decades to come. Readers will also find: Over 450 problems with accompanying solutions to reinforce key concepts and test retention Detailed discussion of topics including symmetric and asymmetric algorithms, random number generation, user authentication, and many more Over 200 figures and tables that provide rich detail to the content Cryptography: Algorithms, Protocols, and Standards for Computer Security is ideal for undergraduate and graduate students in cryptography and information technology subjects, as well as for researchers looking for a working reference on existing cryptographic algorithms and protocols.

Math books for kids ages 9+Help your 4th grade, 5th grade, middle school, or high school child build proficiency in math with the activity-packed Mark Twain Mathematics Puzzles Math Activity Book!Math activity books for kids are a great way for children to have a thorough understanding of math through fun and focused practice. Why You'll Love This Math Activity BookEngaging and educational math games and activities.Students practice place value, addition, subtraction, fractions, geometry, algebra, and more through crossword puzzles, word searches, and more! Tracking progress along the way. Use the answer key in the back of the math workbook to track your child's progress before moving on to new math games and activities.Practically sized for every activity. The 48-page math book is sized at about 8” x 11”—giving your child plenty of space to complete each exercise.About Mark Twain BooksDesigned by leading educators, Mark Twain Publishing Company specializes in providing captivating, supplemental books and resources in a wide range of subjects for middle- and upper-grade homeschool and classroom curriculum success.The Mark Twain Math Activity Book Contains:Math puzzles for kidsActivities covering Algebra, geometry, fractions, decimals, and moreAnswer key

How do we help college students become independent learners in their disciplines? In this collection, the editors and contributors argue that we do so by supporting students in learning from texts, which entails recognizing reading as a problem-solving process, supporting students to take responsibility for the intellectual work in their classes, and creating strong classroom communities that help students develop identities as scholars.

Introductory Psychology and the Human Condition provides an engaging, cohesive, and practical treatment of traditional psychological principles and theories.The book uses Maslow's human needs hierarchy and Bronfenbrenner's ecological theory of development as organizational schemas for considering how cultures have evolved to address human needs. It relates major psychological processes, including biology, perception, motivation, learning, and cognition, to lifespan and personality development in nomadic hunter-gatherer and technologically enhanced cultures. Human history is described as a feedback loop in which inventions and technologies result in the need for individuals and cultures to adapt to changing environmental and social conditions. By applying interdisciplinary perspectives of the humanities, social and natural sciences, and helping professions to the human condition, it offers a meaningful lens through which to study and interpret core psychological concepts. Chapters are supported by self-understanding and self-control exercises that help students place their lives within a cultural and historical context and apply the principles of psychology to themselves.Offering an engaging overview of the essential elements of an introductory psychology course in an accessible and approachable style, Introductory Psychology and the Human Condition is core reading for introductory students and will appeal also to a general audience interested in psychology.

An essential guide to transforming the college experience for student success.In The Learning-Centered University, renowned historian Steven Mintz unveils a comprehensive blueprint for addressing the critical issues of stagnating incomes and productivity, persistent wealth inequalities, and political polarization plaguing colleges and universities today. With practical strategies and a deep understanding of the history and future of higher education, Mintz outlines how we can transform higher education to promote access, affordability, degree attainment, and equity. Mintz provides a thought-provoking analysis of the challenges facing higher education, from the growing disparities in resources and facilities to the need for a more holistic approach to students'development. He offers actionable solutions to create a more interactive, engaging, and skills-focused learning environment. From seamless community college transfers to embedding career preparation throughout the undergraduate experience, Mintz steers institutions toward a future that embraces innovation and student success. This essential guide also explores the transformative potential of technology in education, the importance of equity and student support services, and the future of the humanities. Drawing on his vast teaching experience and expertise in student success, Mintz provides practical insights and strategies for driving academic innovation and overcoming resistance to change. The Learning-Centered University is an invaluable resource for educators, administrators, and policy makers who are dedicated to offering a more equitable, accessible, and impactful learning experience for all students.

This textbook provides an all-in-one approach for learning about hardware security of cryptographic systems. It gives the necessary background on mathematics that is used for the construction of symmetric and public-key cryptosystems. Then, it introduces the most commonly used encryption algorithms that can be found on a wide variety of embedded devices to provide confidentiality, integrity, and authenticity of the messages/data. Finally, it provides theoretical and practical details on the two most common attack methods in hardware security – side-channel attacks, and fault injection attacks, together with the protection methods used against both.

'Computer Arithmetic: Key Insights'is a comprehensive guide that explores the fundamental principles and advanced concepts of computer arithmetic. From numerical representation to algorithms and hardware implementation, this book provides clear explanations, real-world examples, and practical insights. It covers topics such as number systems, arithmetic operations, precision issues, error analysis, parallel algorithms, and hardware implementations. Whether you're a student, researcher, or professional, this invaluable resource equips you with the necessary knowledge to tackle the challenges of modern computing. With its blend of theory and application,'Computer Arithmetic: Key Insights'is a must-have for anyone seeking a deeper understanding of computer arithmetic and its practical implications.

Kofi Annan, former Secretary General of the United Nations, argued that “We need to create a world that is equitable, that is stable and a world where we bear in mind the needs of others, and not only what we need immediately. We are all in the same boat.”American businessman, John Landgraf stated: “I hope that most of us believe that we actually would all benefit from living in a more equitable society. If that's not happening, we're squandering human potential.” For the world to be fair, one needs to know how to divide. Without the mathematics of division, humankind cannot function…Marie Antoinette, Queen of France (infamously) said “If people have no bread, let them eat cake,” and while Ahmes ― the scribe of the Rhind Mathematical Papyrus ― dealt with loaves of bread, prosperous people in the twentieth century dealt with cake division, although bread is also uniformly available. You'll be surprised, but there are at least four books and over 200 scientific (not gastronomical!) papers on cake division. Those authors were not overly concerned with obesity, one can guess, but whether distributing loaves, cakes, chores, or dividends, one needs to master division.This book deals with a wide spectrum of division problems, and provides the historical background, giving a sense of how pervasive division is in our lives. In particular, the second part focuses on a problem that remained open until 1985, when Professor Robert John Aumann (Nobel laureate in Economics, 2005) and Professor Michael Maschler solved it using game-theoretic techniques. Simple alternative solutions are given, which are suitable for high schools and other educational institutions.

The primary aim of this text is to help transition undergraduates to study graduate level mathematics. It unites real and complex analysis after developing the basic techniques and aims at a larger readership than that of similar textbooks that have been published, as fewer mathematical requisites are required. The idea is to present analysis as a whole and emphasize the strong connections between various branches of the field. Ample examples and exercises reinforce concepts, and a helpful bibliography guides those wishing to delve deeper into particular topics. Graduate students who are studying for their qualifying exams in analysis will find use in this text, as well as those looking to advance their mathematical studies or who are moving on to explore another quantitative science.Chapter 1 contains many tools for higher mathematics; its content is easily accessible, though not elementary. Chapter 2 focuses on topics in real analysis such as p-adic completion, Banach Contraction Mapping Theorem and its applications, Fourier series, Lebesgue measure and integration. One of this chapter's unique features is its treatment of functional equations. Chapter 3 covers the essential topics in complex analysis: it begins with a geometric introduction to the complex plane, then covers holomorphic functions, complex power series, conformal mappings, and the Riemann mapping theorem. In conjunction with the Bieberbach conjecture, the power and applications of Cauchy's theorem through the integral formula and residue theorem are presented.

In the face of emerging challenges in the field of mathematics education, educators and researchers find themselves navigating the complexities of globalization and innovations. As classrooms become more diverse and educational landscapes evolve, there is a need for an understanding of the multifaceted impacts of these forces. The very essence of mathematics education is shifting, influenced by global trends, cultural dynamics, and technological advancements. It is within this context that Impacts of Globalization and Innovation in Mathematics Education offers a profound exploration of the challenges and opportunities that arise in this era. One of the central predicaments faced by educators and scholars is the dynamic nature of globalization and innovation, which introduces unprecedented complexities in mathematics education. While cultural diversity in classrooms brings valuable perspectives, it also poses challenges in developing inclusive and effective teaching strategies. The integration of innovative practices faces resistance due to cultural conflicts and identity issues. Additionally, the fast-paced changes in global trends and the dissemination of information through media influence how mathematics education is perceived and practiced. This creates a demand for a thorough examination of the relationship between globalization, innovation, and the field of mathematics education. Impacts of Globalization and Innovation in Mathematics Education stands as a solution to the challenges faced by educators and scholars. This book delves deep into the impacts of globalization and innovation on mathematics education, offering valuable insights, analysis, and a roadmap for navigating this transformative landscape. By informing readers on global trends, providing in-depth analysis, and identifying future research directions, the book equips educators, researchers, and industry professionals with the knowledge needed to adapt and thrive. Whether grappling with issues of cultural integration, pedagogical innovations, or global proficiency in mathematics, this book serves as an invaluable resource for those seeking to understand, adapt to, and shape the future of mathematics education in the era of globalization and innovation.

This book constitutes the proceedings of the 8th International Conference on Mathematical Software, ICMS 2024, held in Durham, UK, during July 22–25, 2024. The 37 full papers presented were carefully reviewed and selected from 46 submissions. The papers are organized in subject areas as follows: plenary lectures; number theory and related areas; novel formalisations of mathematics in lean; software for the applications of group theory to combinatorics; classical algebraic geometry & modern computer algebra: innovative software design and its applications; advancing computer algebra with massively parallel methods; computer algebra applications in the life sciences; machine learning within computer algebra systems; numerical software for special functions; mathematical research data; symbolic-numeric methods in algebraic geometry; Polyhedral geometry and combinatorics; general session.