Mathematical foundations Books

Decimals and percents can be made easy if you're using this book for kids. Training children to learn on their own helps in molding school-ready learners. You should encourage independent and self-paced learning so that children would be able to...

Test your child's math knowledge by challenging him/her to these puzzles. Your child does not have to love math, or even hate it, just to learn it. He/she just has to accept that math is an important skills that must be learned. Make it fun by bringing...

The purpose of this educational book is to improve your child's reading and math skills without the need for two or more resources. It's a cool find considering that the layout is well thought of to make it 100% suitable for first graders. There are also...

If your child is a master at addition and subtraction, then chances are he/she would find advanced math easy! An excellent foundation is the prerequisite to higher learning particularly when dealing with imaginary objects and highly rational subjects...

Addition and subtraction are core math subjects that if mastered, will make advanced learning a breeze. It is important that you build your child's interest in math as early as possible by making it seem fun and highly interactive. This workbook is an...

Let's study geometry and measurements! This workbook features several examples of these math subtopics with the purpose of 100% absorption of knowledge. The secret is the effective and age-appropriate layout that places high respect on a child's natural...

Fractions and geometry are not an easy mix. They are challenging because they require a great deal of thinking skills. Number recognition is important but your child should also be adept at the core math functions of multiplication, addition, division...

Math is a wide and complex subject to tackle, if taken as a whole. That is why it will be more efficient to break it down into components, and then learn them one at a time. This book discusses place value and number series through examples more than...

Your child can love math! How? You have to feed his/her mind with wonderful resources that tap the imagination and keep the curiosity intact. This is made possible through the powerful combination of pictures and texts. By making learning fun, learners...

Math and phonics in one book? That's perfect for little kids trying to think like big kids! These core skills are essential in honing your child's analytic thinking. It's not just about knowing numbers and reading letters, it's more on comprehending what...

Let's have fun with shapes and patterns! This educational resource is the perfect complement for your child's early geometry curriculum. It presents the subject in a cool and engaging format to facilitate better understanding of this math concept. Make...

To understand higher math, you first need to have a strong foundation of the basics. This workbook is filled with doable exercises that will help your 2nd grader get a better ?feel? of how addition, subtraction, multiplication and division work. When a...

Math is a cool topic to learn, but it can be very overwhelming will all its rules and endless numbers. Make learning math fun by using creative resources that attract and retain a child's attention. This book discusses fractions, division and...

Takeaways, or subtraction, can be a challenge if it's taught using all-concept. This is because, like all other math concepts, subtraction is best learned through actual examples. So invest in that learning technique by grabbing a copy of this workbook...

In real management situations, uncertainty is inherently present in decision making. As such, it is increasingly imperative to research and develop new theories and methods of fuzzy sets. Theoretical and Practical Advancements for Fuzzy System...

Unlike other books about R, written from the perspective of statistics, R for Programmers: Mastering the Tools is written from the perspective of programmers, providing a channel for programmers with expertise in other programming languages to quickly...

The Bibliography of Quaternions and Allied Systems of Mathematics is a comprehensive reference book written by Alexander Macfarlane and published in 1904. The book is a compilation of all the literature available on the subject of quaternions, a...

Logica In Usum Auditorii Sui Ordine Scientifico est liber auctore Bohm, Andrea, qui anno 1769 editus est. Hic liber tractat de logica, quae est scientia de ratione et argumentatione. Andreas Bohm, auctor huius libri, docet logicae principia et regulas,...

""Logic Taught By Love"" is a book written by Mary Everest Boole and originally published in 1889. The book is a unique approach to teaching logic, as it uses love and emotion as a means of understanding the subject. Boole argues that logic is not just a...

Erste Gr�����nde der Rechenkunst vor Baugewerke ist ein Buch von Lukas Voch, das 1778 ver������ffentlicht wurde. Das Buch behandelt die Grundlagen der Mathematik, die f�����r das Baugewerbe relevant sind. Es enth�����lt Kapitel �����ber Addition,...

Essay De Logique: Contenant Les Principes Des Sciences, Et La Maniere De S�������En Servir Pour Faire De Bons Raisonnemens (1678) est un livre �����crit par Mariotte, Edme. C'est un essai sur la logique qui contient les principes des sciences et la...

Elementa Arithmeticae Numericae, Et Literalis Seu Algebrae est liber mathematicus scriptus a Maximiliano Hell in anno MDCCLXI. In hoc libro, Hell explicat fundamenta arithmeticae numericae et algebrae literalis. In prima parte libri, Hell tractat de...

Le livre ""Elemens D�������Arithmetique, D�������Algebre Et De Geometrie"" de Jean Mathurin Mazeas, publi����� en 1774, est un ouvrage de math�����matiques qui traite des concepts fondamentaux de l'arithm�����tique, de l'alg�����bre et de la...

Die Rechenkunst, Teil 1 (1774) von Schmid, Nicolaus E. ist ein Buch �����ber die Grundlagen der Mathematik und der Arithmetik. Es ist in deutscher Sprache geschrieben und richtet sich an Sch�����ler und Studenten, die ihre mathematischen F�����higkeiten...

Das Buch ""Deutliche und Vollst�����ndige Vorlesungen �����ber die Rechenkunst und Geometrie"" wurde 1747 von Johann Andreas von Segner ver������ffentlicht. Es handelt sich dabei um ein Werk, das sich mit den Grundlagen der Mathematik auseinandersetzt...

Pure Logic And Other Minor Works is a collection of essays and lectures written by the renowned British philosopher and economist, William Stanley Jevons. The book was originally published in 1890, and it includes some of Jevons' most important...

""Neu Aufgelegte Arithmetica: Oder Sehr Nutzliche Rechen-Kunst"" ist ein Buch von Tobias Beutel, das erstmals 1735 ver������ffentlicht wurde. Das Buch ist ein Lehrbuch der Arithmetik und enth�����lt eine umfassende Einf�����hrung in die Grundlagen der...

Explore the fascinating realm of Roman numbers, where historical symbols tell tales of mighty empires, exquisite artwork, and unwavering human resourcefulness. The history and culture of these mysterious symbols are illuminated by the book, which is not...

This book includes answers for Math Mammoth Grade 5-A and 5-B student worktexts (International Version), for all of the chapter tests, and for the cumulative revisions.

Math Mammoth Grade 5 Tests and Cumulative Revisions (International Version) contains the chapter tests, end-of-year test, and cumulative revision lessons for Math Mammoth Grade 5 Complete Curriculum (International Version). Answers are not included; the...

Math Mammoth Grade 5-A Worktext (International Version) is the student book for the first half of grade 5 mathematics, and part of the Math Mammoth Grade 5 complete curriculum. This book covers the four operations, large numbers and the calculator,...

Math Mammoth Grade 5-B Worktext (International Version) is the student book for the second half of grade 5 mathematics, and part of the Math Mammoth Grade 5 complete curriculum. This book covers decimal multiplication and division, fraction addition and...

Category theory abstractions are very challenging to apprehend correctly, require a steep learning curve for non-mathematicians, and, for people with traditional naïve set theory education, a paradigm shift in thinking. The book utilizes a novel approach...

Tbilisi Mathematical Journal (TMJ) is a fully refereed international journal, publishing original research papers in all areas of mathematics. Papers should satisfy the high standards and only works of high quality will be recommended for publication...

This monograph gathers the author's results obtained since April 2019, which have been published in seven papers. Starting from theframe-work centered on BCK algebras, m-BCK algebras are defi ned ('m' coming from 'magma') (algebras including the MV and...

Apresenta-se, duma forma direta e concisa, os axiomas da teoria dos conjuntos ZFC e a matéria fundamental sobre ordinais e cardinais transfinitos. Esta matéria tem interesse não só para o matemático como também para o filósofo. A teoria dos...

This volume of the Logica Yearbook series brings together articles presented at the annual international symposium Logica 2017, Hejnice, the Czech Republic. The articles range over mathematical and philosophical logic, history and philosophy of logic,...

Perhaps the most counterintuitive property of classical logic (as well as of its most famous rival, intuitionistic logic) is the fact that it allows the inference of any proposition from a single pair of contradicting statements. A lot of...

The IfColog Journal of Logics and their Applications covers all areas of pure and applied logic, broadly construed. This Journal is open access, and available in both printed and electronic formats. It is published by College Publications, on behalf of...

On 17-18 February 2011 the third installment of PhDs in Logic took place at the Academy Palace in Brussels, Belgium. Some forty European logicians gathered to discuss a diverse range of topics in mathematical and philosophical logic. PhDs in Logic is an...

This volume of the Logica Yearbook series brings together articles presented at the annual international symposium Logica 2011, Hejnice, the Czech Republic. The articles range over mathematical and philosophical logic, history and philosophy of logic,...

I am very happy to have this opportunity to introduce Luca Vigano's book on Labelled Non-Classical Logics. I put forward the methodology of labelled deductive systems to the participants of Logic Colloquium'90 (Labelled...

This book represents the first attempt at a unified picture for the pres­ ence of the Gibbs (or Gibbs-Wilbraham) phenomenon in applications, its analysis and the different methods of filtering it out. The analysis and filtering...

Though the volume covers 22 papers by 36 authors from 12 countries, the history in the background is bound to Hungary where, in 1973 Andras Pn§kopa started to lay the foundation of a scientific forum, which can be a regular...