Donald D. Hoffman – The case against reality
I love the attempt to give mathematical grounding to philosophical ideas; and would be curious how explicit the connection with sheaves and topos theory can be made.
Every measured quantity should come together with another, more intuitive, figure as a reference
Andrew Elliott – Is that a big number?
Charming book with some nice perspectives that preaches to the converted
Whenever you need to come to a rational decision: use Mathematics
Jordan Ellenberg – How not to be wrong
A cornucopia of charming mathematical anecdotes and facts
Turing’s suprisingly practical perspective on logic, intelligence, and machines was far ahead of his time
Andrew Hodges – Alan Turing: The imitation game
A quite complete account of the life and death of one of the most fascinating figures of early computing.
Following the rise of Jim Simons’ Renaissance, quants have become a major force in US politics
Gregory Zuckerman – the man who solved the market
The book would have been a better read if it had focused on one of its two narratives: the rise of algorithmic trading and the forays of hedge fund executives into US politics.
One can obtain elegant mathematical insights without becoming overly formalistic
An elegantly narrated exploration of mathematics , heavily lening on our intuition for time and space (thereby defyingL.E.J. Brouwer‘s adaption of Kant).
The best-known claims regarding the use of the golden ratio in art are false
Mario Livio – The golden ratio
Comfortingly conscientious in his evaluation of claims about ao pyramids and the parthenon.
Only bet (in the casino or on Wallstreet) when you have an edge.
Edward Thorp – A man for all markets
Sage advise from the man who beat the dealer at blackjack and outperformed the market as one of the world’s first quants (but feel free to skip the chapters about Edward’s youth as a prodigy).