### And beyond…

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I first read this book half-way through A-Level and understood, at most 25% of the concepts contained within, it was well worth the read though. Having read the book again after completeing my first year at university, I can now say I understand at least 80% of the maths in this book.

The book is not a techincal mathematics book, there are no theorems and associated proofs etc, instead it is a look at the history of some of the most familiar parts of mathematics. Its a very interesting read, as you get more of feel for the history of the bits of mathematics that you use everyday.

The book also paints us a picture of the mathematicians that steer the subject, they are no longer just a name in a theorem, did you know that Galois died in pistol duel over a lady?

*From here to infinity* covers both classical and modern areas of mathematics, it stresses that mathematical theorems can *never* be outdated and replaced like scientific *theorems* (they can be wrong however). Ian Stewart briefly dips into chaos, computability and fractals, just enough to see if you're interested.

I would advise that to get the most from this book you should have at least done some university level mathematics, after all to understand the concept of non-standard analysis, you need to understand standard analysis.

If your a first year, get this book, and read it now, then read again in a year, and impress yourself with how much you've leaned.

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