Tag: Problems

Free Download Anthony W. Lin, "Reachability Problems: 16th International Conference, RP 2022, Kaiserslautern, Germany, October 17-21, 2022, Proceedings"
English | ISBN: 303119134X | 2022 | 224 pages | PDF | 5 MB
This book constitutes the refereed proceedings of the 15th International Conference on Reachability Problems, RP 2022, held in Kaiserslautern, Germany, in October 2022.

Free Download Ivan Moscovich, "Perplexing Pattern Problems & Other Puzzles "
English | ISBN: 1402723458 | 2005 | 128 pages | PDF | 10 MB
From the designs on Mondrian’s paintings to the elegant organization of mathematical sequences, these puzzles all involve the wonderful world of patterns. Some use colors, others feature letters, and still more focus on shapes, but all offer plenty of entertainment. Suppose you have a supply of beads in red, green, and yellow, and are making them into necklaces that consist of five beads each. If each necklace has two beads of one color, two of a second, and one of a third, how many distinct necklaces can you create? Or, for another kind of pattern, try solving anagrams and deciphering cryptograms to unearth secret messages. Fold ten flaps into a five-by-five square to form a pinwheel pattern. Every problem is intriguing.

Free Download Ivan Moscovich, "Peerless Probability Problems & Other Puzzles "
English | ISBN: 1402727453 | 2006 | 128 pages | PDF | 11 MB

Free Download Michael Rodgers, "Nabokov and Nietzsche: Problems and Perspectives"
English | ISBN: 1501339575 | 2018 | 190 pages | AZW3 | 1258 KB
Awarded the Jane Grayson Prize by the International Vladimir Nabokov Society Shortlisted for The European Society for the Study of English (ESSE) Book Award Nabokov and Nietzsche: Problems and Perspectives addresses the many knotted issues in the work of Vladimir Nabokov – Lolita’s moral stance, Pnin’s relationship with memory, Pale Fire’s ambiguous internal authorship – that often frustrate interpretation. It does so by arguing that the philosophy of Friedrich Nietzsche, as both a conceptual instrument and a largely unnoticed influence on Nabokov himself, can help to untie some of these knots. The study addresses the fundamental problems in Nabokov’s writing that make his work perplexing, mysterious and frequently uneasy rather than simply focusing on the literary puzzles and games that, although inherent, do not necessarily define his body of work. Michael Rodgers shows that Nietzsche’s philosophy provides new, but not always palatable, perspectives in order to negotiate interpretative impasses, and that the uneasy aspects of Nabokov’s work offer the reader manifold rewards.

Free Download Java Coding Problems: Become an expert Java programmer by solving over 250 brand-new, modern, real-world problems by Anghel Leonard
English | March 19, 2024 | ISBN: 1837633940 | 798 pages | PDF | 36 Mb
Stay on top of the new Java features (up to JDK 21) and find efficient solutions for your programming woes. With over 250 problems and solutions, you’ll learn new ways to deal with real-world coding tasks and answers to common interview questions.

Free Download Barbara J. McClure, "Emotions: Problems and Promise for Human Flourishing"
English | ISBN: 1602583293 | 2019 | 365 pages | AZW3 | 1033 KB
Emotions are two-sided. They contain deep truths about what it means to be human, but they also deceive, mislead, and manipulate. They are celebrated for the insights they provide, but they also are denied, repressed, and dismissed. Though many institutions recognize and study the power of emotion, its potential has yet to be fully realized.

Free Download Ivan Moscovich, "Cunning Combination Problems & Other Puzzles "
English | ISBN: 1402723466 | 2005 | 128 pages | PDF | 10 MB
There’s magic in these brainteasers. Most of them play variations on the magic square, among the oldest puzzles that exist. These cubes or other shapes are made up of groups of cells, each cell containing one of a set of numbers. The set generally corresponds with the number of cells, so, for example, a five-by-five magic square would contain numbers from 1 to 25. The trick: the sum of the numbers in any one row or column (and sometimes diagonal) must be the same. It’s pure mathematical beauty. Examine and attempt to figure out the workings of a "diabolic" version created by Dürer, an early variation by Lo-Shu, and variants that use colors, different shapes, and hinged tiles.

Free Download Color Problems: A Practical Manual for the Lay Student of Color by Emily Noyes Vanderpoel
English | November 6th, 2018 | ISBN: 1397708409 | 387 pages | True EPUB | 75.08 MB
Originally published in 1902, Color Problems examines the theory of color in 117 conceptual plates by Emily Noyes Vanderpoel.

Free Download Calculus II: Practice Problems, Methods, and Solutions by Mehdi Rahmani-Andebili
English | November 17, 2023 | ISBN: 3031453522 | 117 pages | MOBI | 15 Mb
This study guide is designed for students taking a Calculus II course. The textbook includes examples, questions, and practice problems that will help students to review and sharpen their knowledge of the subject and enhance their performance in the classroom. The material covered in the book includes applications of integration, sequences and series and their applications, polar coordinate systems, and complex numbers. Offering detailed solutions, multiple methods for solving problems, and clear explanations of concepts, this hands-on guide will improve students’ problem-solving skills and foster a solid understanding of calculus, which will benefit them in all of their calculus-based courses

Free Download Calculus I: Practice Problems, Methods, and Solutions by Mehdi Rahmani-Andebili
English | December 16, 2023 | ISBN: 3031450272 | 234 pages | MOBI | 32 Mb
This study guide is designed for students taking a Calculus I course. This new edition includes expanded examples, questions, and practice problems that will help students to review and sharpen their knowledge of the subject and enhance their performance in the classroom. New material covered in the second edition includes types of functions, inverse functions, combinations of functions, domain and range of functions, axis of symmetry of functions, trigonometric equations and identities, limits and continuity, derivatives and their applications, and definite and indefinite integrals.