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The **10 Best Mathematical Set Theory Books **list have been recommended not only by normal readers but also by experts.

You’ll also find that these are top-ranking books on the US Amazon Best Sellers book list for the **Mathematical Set Theory category of books**.

If any of the titles interest you, I’d recommend checking them out by clicking the “Check Price” button. It’ll take you to the authorized retailer website, where you’ll be able to see reviews and buy it.

Let’s take a look at the list of **10 Best Mathematical Set Theory Books**.

## 10 Best Mathematical Set Theory Books

Now, let’s dive right into the list of **10 Best Mathematical Set Theory Books**, where we’ll provide a quick outline for each book.

### 1. Timed Tests: Multiplication Math Drills, Practice 100 days of speed drills: Digits 0-12, Grades 3-5 by Sujatha Lalgudi Review Summary

Timed Tests: Multiplication Math Drills, Practice 100 days of speed drills: Digits 0-12, Grades 3-5
Timed Tests: Multiplication Math Drills Multiplication Practice Workbook, Reproducible Practice Problems, Digits 0-12, Grades 3-5, For Kids This math practice workbook is organized in a progressively skill building way for kids to develop confidence in Multiplication for digits 0-12 starting with * Step 1 : Multiplication * Step 2 : Mixed Multiplication Problems With 100+ pages of practice, your child will develop the muscle memory for Multiplication while also learning to do the sums quicker if they wish to challenge themselves. Answer key is at the end of the book. Kids can use the 100 pages of timed tests to get confidence in Math (digits 0 – 12) The Book comes with: * 6400 Multiplication problems to master. * Premium cover design * Large size – 8.5″ x 11″ Buy today to help your child take their first steps confidently into the fun world of Multiplication.

### 2. 2nd Grade Common Core Math: Daily Practice Workbook – Part I: Multiple Choice | 1000+ Practice Questions and Video Explanations | Argo Brothers by Argo Brothers Review Summary

2nd Grade Common Core Math: Daily Practice Workbook - Part I: Multiple Choice | 1000+ Practice Questions and Video Explanations | Argo Brothers
ArgoPrep is a recipient of the prestigious Mom’s Choice Award. ArgoPrep also received the 2019 Seal of Approval from Homeschool.com for our award-winning workbooks. ArgoPrep was awarded the 2019 National Parenting Products Award and a Gold Medal Parent’s Choice Award. ## This book is your comprehensive workbook for 2nd Grade Common Core Math. By practicing and mastering this entire workbook, your child will become very familiar and comfortable with the state math exam and common core standards. This 2nd Grade Common Core Math Workbook (Multiple Choice) includes: * 20 Weeks of Daily Multiple Choice * Weekly Assessments * State Aligned Common Core Curriculum * End of Year Assessment #### This book has following topics covered : Week 1 – Reading and writing numbers using standard form Week 2 – Comparing numbers to find which is greater or less than another number Week 3 – Adding single digit numbers Week 4 – Subtracting single digit numbers Week 5 – Even and Odd numbers Week 6 – Using addition and subtraction to solve problems Week 7 – Adding and subtracting larger numbers from tables and models Week 8 – Understanding place value to add and subtract large numbers Week 9 – Finding different ways to add and subtract numbers Week 10 – Reviewing what we know from weeks 1-9 Middle Year Assessment Week 11 – Measuring objects using a ruler Week 12 – Solving problems using measurement Week 13 – Using number lines and number charts to find missing numbers Week 14 – Telling and writing time using clocks Week 15 – Counting money Week 16 – Solving problems using line plots Week 17 – Solving problems using pictograms and bar models Week 18 – Counting the number of sides and angles in shapes Week 19 – Counting squares and finding equal parts of a shape Week 20 – Reviewing what we know from weeks 11-19 End of Year Assessment For practice with Free Response questions, be sure to check out Part II of our workbook titled: ### 2nd Grade Common Core Math: Daily Practice Workbook – Part II: Free Response | 1000+ Practice Questions and Video Explanations | Argo Brothers Each question is labeled with the specific common core standard so both parents and teachers can use this workbook for their student(s). This workbook takes the Common Core State Standards and divides them up among 20 weeks. By working on these problems on a daily basis, students will be able to (1) find any deficiencies in their understanding and/or practice of math and (2) have small successes each day that will build competence and confidence in their abilities.

### 3. Interview Math: Over 60 Problems and Solutions for Quant Case Interview Questions by Lewis C. Lin Review Summary

Interview Math: Over 60 Problems and Solutions for Quant Case Interview Questions
BEWARE OF COUNTERFEIT BOOKS. Readers report that Amazon’s 3rd-party sellers are selling counterfeit books; the counterfeits have misprints, missing pages or pages in reverse order. We are working with Amazon to resolve the issue. In the meantime, purchase genuine books with the Amazon.com logo: bit.ly/2XqFAXB ## Brand New 2nd Edition Interview Math provides over 60 practice problems and answers to help job seekers master consulting math and other quantitative interview questions including: * Market Sizing * Revenue Estimates * Profitability * Breakeven * Pricing * Customer Lifetime Value Interview Math is one of the primary texts for modern case interview preparation. Get comfortable with quant interview questions without getting frustrated or drawing a blank. This thoroughly revised and updated second edition adds more questions and clearer examples. ## World’s #1 Selling Book on Case Interview Math Interview Math is a proven how-to guide will teach you straight-forward interview math concepts and principles – and then master those concepts with over 60 practice questions, filled with detailed answers. After going through the book, candidates will feel knowledgeable, confident, relaxed and ready to tackle interview math questions. ## Ideal for McKinsey, BCG, and Bain Interviews It’s ideal for highly sought-after roles below including: * Management Consulting : McKinsey, BCG, Bain, Deloitte * General Management : Capital One, GE * Marketing : General Mills, Google, Starbucks, Hershey * Software Engineering : Goldman Sachs, Microsoft * Finance : American Airlines, Best Buy, JetBlue ## Here’s What People Say about Interview Math The book gave just the right amount of detail (which is totally different than, let’s say, Case Interview Secrets by Victor Cheng), was extremely clear, and provided examples after examples to practice on. My confidence was built after reading through the book, and I blasted through my quant case study during the interview. Thank you, Lewis Lin! Highly recommend. If I had more confidence in my math, I don’t think I wouldn’t have made such dumb mistakes in my recent case interview. So, that’s where this book comes in…if you have math issues. If you work through this book – it’ll take some of the pressure off your math nerves so you can focus on the case question. Hi Lewis. Just wanted to reach out and let you know that I really appreciated your book on quant interviews. It focused on just the right amount of info, was clear, and I liked the large number of practice cases. I breezed through my LEK quant consulting case because of it.

### 4. Axiomatic Set Theory (Dover Books on Mathematics) by Patrick Suppes Review Summary

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Axiomatic Set Theory (Dover Books on Mathematics)
One of the most pressing problems of mathematics over the last hundred years has been the question: What is a number? One of the most impressive answers has been the axiomatic development of set theory. The question raised is: “Exactly what assumptions, beyond those of elementary logic, are required as a basis for modern mathematics?” Answering this question by means of the Zermelo-Fraenkel system, Professor Suppes’ coverage is the best treatment of axiomatic set theory for the mathematics student on the upper undergraduate or graduate level. The opening chapter covers the basic paradoxes and the history of set theory and provides a motivation for the study. The second and third chapters cover the basic definitions and axioms and the theory of relations and functions. Beginning with the fourth chapter, equipollence, finite sets and cardinal numbers are dealt with. Chapter five continues the development with finite ordinals and denumerable sets. Chapter six, on rational numbers and real numbers, has been arranged so that it can be omitted without loss of continuity. In chapter seven, transfinite induction and ordinal arithmetic are introduced and the system of axioms is revised. The final chapter deals with the axiom of choice. Throughout, emphasis is on axioms and theorems; proofs are informal. Exercises supplement the text. Much coverage is given to intuitive ideas as well as to comparative development of other systems of set theory. Although a degree of mathematical sophistication is necessary, especially for the final two chapters, no previous work in mathematical logic or set theory is required. For the student of mathematics, set theory is necessary for the proper understanding of the foundations of mathematics. Professor Suppes in Axiomatic Set Theory provides a very clear and well-developed approach. For those with more than a classroom interest in set theory, the historical references and the coverage of the rationale behind the axioms will provide a strong background to the major developments in the field. 1960 edition.

### 5. Schaum's Outline of Discrete Mathematics, Revised Third Edition (Schaum's Outlines) by Seymour Lipschutz Review Summary

Schaum's Outline of Discrete Mathematics, Revised Third Edition (Schaum's Outlines)
Tough Test Questions? Missed Lectures? Not Enough Time? Fortunately for you, there’s Schaum’s Outlines. More than 40 million students have trusted Schaum’s to help them succeed in the classroom and on exams. Schaum’s is the key to faster learning and higher grades in every subject. Each Outline presents all the essential course information in an easy-to- follow, topic-by-topic format. You also get hundreds of examples, solved problems, and practice exercises to test your skills. This Schaum’s Outline gives you: * Practice problems with full explanations that reinforce knowledge * Coverage of the most up-to-date developments in your course field * In-depth review of practices and applications Fully compatible with your classroom text, Schaum’s highlights all the important facts you need to know. Use Schaum’s to shorten your study time-and get your best test scores! Schaum’s Outlines-Problem Solved.

### 6. Paradoxes: Guiding Forces in Mathematical Exploration by Hamza E. Alsamraee Review Summary

Paradoxes: Guiding Forces in Mathematical Exploration
A Riveting Account of Paradoxes and their Impact on Mathematics Does .999…=1? Can a sphere be reassembled into two identically sized spheres? Is the consistency of mathematical systems unprovable? Surprisingly, the answer to all of these questions is yes! And at the heart of each question, there lies paradox. For millennia, paradoxes have shaped mathematics and guided mathematical progress. From the ancient paradoxes of Zeno to the modern paradoxes of Russell, paradoxes remind us of the constant need to revamp our mathematical understanding. It is for this reason that paradoxes are so important. Paradoxes: Guiding Forces in Mathematical Exploration provides a survey of mathematical paradoxes spanning a wide variety of topics; delving into each paradox mathematically, philosophically, and historically. Readers will gain a full picture of how paradoxes have contributed to and guided the progress of mathematics in many ways. Paradoxes also provides the reader with a robust argument for the inclusion of paradoxes in education. This is all presented in a way that is accessible to anyone with a high school background in mathematics! Entertaining and educational, this book will appeal to any reader looking for a mathematical and philosophical challenge.

### 7. Math Notebook: 1/2 inch Square Graph paper pages and White Paper by Science and Math Books Review Summary

Math Notebook: 1/2 inch Square Graph paper pages and White Paper
This Math notebook with 1/2 inch squares is a great book for problem solving and ideas. This book has 110 graph paper pages. The squares are 1/2 inch in size. Size of this book is extra large (8.5 inches x 11 inches) and has a high quality soft cover. Perfect for Kids, Teens and Adults.

### 8. 2021 Activity Book for Adults: 365 Medium Variety Puzzles for Every Day of the Year : 12 Puzzle Types (Sudoku, Futoshiki, Battleships, Calcudoku, … and Numbrix) (Mixed Puzzles Books Series) by Dr. Khalid Alzamili Review Summary

2021 Activity Book for Adults: 365 Medium Variety Puzzles for Every Day of the Year : 12 Puzzle Types (Sudoku, Futoshiki, Battleships, Calcudoku, ... and Numbrix) (Mixed Puzzles Books Series)
#### âœ“ Great gift for family, friends, or work colleagues ### This Activity Book is packed with the following features: ### â‘ 365 Medium Logic puzzles for every day of the year ### â‘¡ Each puzzle is guaranteed to have only one solution. ### â‘¢ Answers to every puzzle are provided. ### â‘£ 12 Puzzle Types (Sudoku, Futoshiki, Battleships, Calcudoku, Binary Puzzle, Slitherlink, Killer Sudoku, Masyu, Jigsaw Sudoku, Minesweeper, Suguru, and Numbrix) Playing Logic Puzzles on a daily basis helps to keep an active mind and players often see improvements in their overall concentration. ### Includes free bonus puzzles you can download. #### â˜…â˜…â˜…â˜…â˜… 2021 Adult Puzzle Book offers hours of entertainment for adults of all ages, from young adults to seniors â˜…â˜…â˜…â˜…â˜… #### â™¥ We hope this will be an entertaining and uplifting mental workout, enjoy 2021 Adult Puzzle Book â™¥

### 9. Set Theory and Logic (Dover Books on Mathematics) by Robert R. Stoll Review Summary

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Set Theory and Logic (Dover Books on Mathematics)
Set Theory and Logic is the result of a course of lectures for advanced undergraduates, developed at Oberlin College for the purpose of introducing students to the conceptual foundations of mathematics. Mathematics, specifically the real number system, is approached as a unity whose operations can be logically ordered through axioms. One of the most complex and essential of modern mathematical innovations, the theory of sets (crucial to quantum mechanics and other sciences), is introduced in a most careful concept manner, aiming for the maximum in clarity and stimulation for further study in set logic. Contents include: Sets and Relations — Cantor’s concept of a set, etc. Natural Number Sequence — Zorn’s Lemma, etc. Extension of Natural Numbers to Real Numbers Logic — the Statement and Predicate Calculus, etc. Informal Axiomatic Mathematics Boolean Algebra Informal Axiomatic Set Theory Several Algebraic Theories — Rings, Integral Domains, Fields, etc. First-Order Theories — Metamathematics, etc. Symbolic logic does not figure significantly until the final chapter. The main theme of the book is mathematics as a system seen through the elaboration of real numbers; set theory and logic are seen s efficient tools in constructing axioms necessary to the system. Mathematics students at the undergraduate level, and those who seek a rigorous but not unnecessarily technical introduction to mathematical concepts, will welcome the return to print of this most lucid work. “Professor Stoll . . . has given us one of the best introductory texts we have seen.” — Cosmos. “In the reviewer’s opinion, this is an excellent book, and in addition to its use as a textbook (it contains a wealth of exercises and examples) can be recommended to all who wish an introduction to mathematical logic less technical than standard treatises (to which it can also serve as preliminary reading).” — Mathematical Reviews.

### 10. Introduction to Metamathematics by Stephen Cole Kleene Review Summary

Introduction to Metamathematics
Stephen Cole Kleene was one of the greatest logicians of the twentieth century and this book is the influential textbook he wrote to teach the subject to the next generation. It was first published in 1952, some twenty years after the publication of Godel’s paper on the incompleteness of arithmetic, which marked, if not the beginning of modern logic, at least a turning point after which “nothing was ever the same.” Kleene was an important figure in logic, and lived a long full life of scholarship and teaching. The 1930s was a time of creativity and ferment in the subject, when the notion of “computable” moved from the realm of philosophical speculation to the realm of science. This was accomplished by the work of Kurt Gode1, Alan Turing, and Alonzo Church, who gave three apparently different precise definitions of “computable”. When they all turned out to be equivalent, there was a collective realization that this was indeed the “right notion”. Kleene played a key role in this process. One could say that he was “there at the beginning” of modern logic. He showed the equivalence of lambda calculus with Turing machines and with Godel’s recursion equations, and developed the modern machinery of partial recursive functions. This textbook played an invaluable part in educating the logicians of the present. It played an important role in their own logical education.