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Quotes
Go as far as you can see, when you get there, you’ll be able to see further
Whenever you find yourself doubting how far you can go, just remember how far you have come.
When you make a mistake, take another chance. Only when you choose not to do so do you fail.
Do Not Be Afraid To Make Mistakes. Each mistake teaches us something.
It always seems impossible until it's done.
In order to become better than anybody else you must first become better than yourself.
Hard work always pays off - it is not a question of if you will get there, but WHEN you will get there
Tomorrow is worth more than yesterday but less than today.
It is never too late to become what you might have been
Start, struggle, fail, fix and learn. Repeat.
Success can never happen without the journey (struggle).
Failure to prepare = preparing to fail
You can hire a tutor but you can't hire someone to practice for you.
Try and do one thing each day that you would really rather not do.
GCSE and A Level Maths are a marathon not a sprint
It doesn’t matter where you start, it matters how you end
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Textbooks
The only place where you will find all recommended and favourite textbooks for common university maths courses in pdf format free of ads! The most popular textbooks include:
Understanding Analysis - Abbott
Elementary Analysis: The Theory of Calculus - Kenneth Ross
Introduction to Real Analysis - Bartle
Principles of Mathematical Analysis - Rudin
Complex Analysis - Ahlfors
Complex Analysis - Tall
Complex Analysis - Howie
Visual Complex Analysis - Needham
How To Solve it - Polya
How To Read And Do Proofs - Solow
Book of Proof - Hammock
Linear Algebra Demystified - McMahon
Linear Algebra Done Right - Axler
Linear Algebra - Friedberg
Linear Algebra - Hoffman
Elementary Linear Algebra - Anton
Schaum's Outline Linear Algebra - 3000 solved problems
A First Course In Abstract Algebra - Fraleigh
Abstract Algebra - Dummit and Foote
Abstract Algebra - Lang
Calculus - Stewart
Calculus - Spivak
Vector Calculus - Marsden & Tromba
Calculus On Manifolds - Spivak
An Introduction To The Theory Of Numbers - Zukerman & Niven
Elementary Number Theory - Burton
Elementary Number Theory with Applications - Koshy