Suggestions (chronological order; who made the suggestion in brackets):
- suggest The Road to Reality by Roger Penrose - real meat to get into and mind expanding (@CarlLegge)
- suggest after that The Structure of Delight by Nelson Zink - to look after the personal and social aspects (@CarlLegge)
- FLATLAND! Possibly also Uncle Albert books, Simon Singh's Cracking Code book, Hawking's George's Secret Key... (@alicebell)
- Group Theory in the Bedroom http://ow.ly/11Pah (@peterflom)
- I put some things up here: http://bit.ly/8Ys3q9 For a 13 year old I would suggest Martin Gardner (@Gelada)
- Mathematical Maze and Why Beauty is Truth. Think they're both Ian Stewart (@CheshireSwift)
- how about Ian Stewart's Cabinet of Mathematical curiosities http://bit.ly/byYhmi and its sequel (@chrisleach78)
- A useful list by the MA at: http://bit.ly/c0kdmL (@MEImaths)
Update (10/02/10): There are some good suggestions in the comments below.







4 comments:
One of my treasured childhood books was "A Mathematician's Apology".
It seems like Ian Stewart is pretty popular, so I'll add that his "Letters to a Young Mathematician" is aimed directly at that age group. I also wish I'd read John Allen Paulos' "Innumeracy" and "Beyond Numeracy" earlier in life.
The Road To Reality by Penrose will be a challenging book; this must be an advanced 13 year old.
My suggestions :-
-any book by Gelfand in the Gelfand School Program. Gelfrand talks with young readers in a much more engaging way than any texty book does.
- Puzzle Based Learning, by Michalewicz and Michalewicz
- books by
- Havil
- Maor
If this person is up to Penrose, then they might enjoy "The Monty Hall Problem " by Rosenhouse.
Hello Peter,
I recommend Logicomix: An Epic Search for Truth, by Apostolos Doxiadis and Christos H. Papadimitriou. It is a beautiful graphic novel on the life of Bertrand Russell and his quest on the search for solid foundations for mathematics. I enjoyed it very much and I think a 13 year old mathematician would enjoy it too. :)
I also like Fermat's Last Theorem by Simon Singh, but some parts of the book may be a bit too advanced for a 13-year-old.
Finally, I think that Men of Mathematics by E. Bell is a good reference and can be very inspiring for a young mathematician.
All the best,
Joao
P.S.: The biographic nature of the references reflect my own preferences: when I learn new concepts, I try to learn more about their creators.
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