!!> PDF / Epub ☉ A Concise Introduction to Pure Mathematics, Fourth Edition (Chapman Hall/CRC Mathematics) ✩ Author Martin Liebeck – Tactical-player.co.uk

A Concise Introduction to Pure Mathematics, Fourth Edition (Chapman Hall/CRC Mathematics) Accessible To All Students With A Sound Background In High School Mathematics, A Concise Introduction To Pure Mathematics, Fourth Edition Presents Some Of The Most Fundamental And Beautiful Ideas In Pure Mathematics It Covers Not Only Standard Material But Also Many Interesting Topics Not Usually Encountered At This Level, Such As The Theory Of Solving Cubic Equations Euler S Formula For The Numbers Of Corners, Edges, And Faces Of A Solid Object And The Five Platonic Solids The Use Of Prime Numbers To Encode And Decode Secret Information The Theory Of How To Compare The Sizes Of Two Infinite Sets And The Rigorous Theory Of Limits And Continuous Functions New To The Fourth Edition Two New Chapters That Serve As An Introduction To Abstract Algebra Via The Theory Of Groups, Covering Abstract Reasoning As Well As Many Examples And Applications New Material On Inequalities, Counting Methods, The Inclusion Exclusion Principle, And Euler S Phi Function Numerous New Exercises, With Solutions To The Odd Numbered Ones Through Careful Explanations And Examples, This Popular Textbook Illustrates The Power And Beauty Of Basic Mathematical Concepts In Number Theory, Discrete Mathematics, Analysis, And Abstract Algebra Written In A Rigorous Yet Accessible Style, It Continues To Provide A Robust Bridge Between High School And Higher Level Mathematics, Enabling Students To Study Advanced Courses In Abstract Algebra And Analysis


About the Author: Martin Liebeck

Is a well-known author, some of his books are a fascination for readers like in the A Concise Introduction to Pure Mathematics, Fourth Edition (Chapman Hall/CRC Mathematics) book, this is one of the most wanted Martin Liebeck author readers around the world.



8 thoughts on “A Concise Introduction to Pure Mathematics, Fourth Edition (Chapman Hall/CRC Mathematics)

  1. says:

    My BA in math dates from 1978 and I have four grandsons who are collectively beginning to study algebra, entering university, or launching into demanding studies and work Thinking about what I might do for the boys I realised I couldn t remember, for example, how to integrate by par


  2. says:

    My son is the mathematician and he thinks it s a great book Might as well be written in Martian speak for all I understand in it


  3. says:

    Amazing to learn from and goes into great detail


  4. says:

    How non mathematicians should start Love it


  5. says:

    Great book


  6. says:

    This book is indeed a concise introduction to a bunch of important topics in mathematics As a post grad that studied computer science and is now studying in a mathematics based department, I needed to catch up on even the most basic of notation that I did not require to get me through my undergraduate This book moves at a nice


  7. says:

    Goodyear book especially first year matah students.


  8. says:

    Did not help me at university


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