When Einstein walked with Gödel : excursions to the edge of thought
(Book)

Part I: The moving image of eternity. When Einstein walked with Gödel ; Time

the grand illusion?

Part II: Numbers in the brain, in platonic heaven, and in society. Numbers guy: the neuroscience of math ; The Riemann Zeta conjecture and the laughter of the primes ; Sir Francis Galton, the father of statistics...and eugenics

Part III: Mathematics, pure and impure. A mathematical romance ; The avatars of higher mathematics ; Benoit Mandelbrot and the discovery of fractals

Part IV: Higher dimensions, abstract maps. Geometrical creatures ; A comedy of colors

Part V: Infinity, large and small. Infinite visions: Georg Cantor v. David Foster Wallace ; Worshipping infinity: why the Russians do and the French don't ; The dangerous idea of the infinitesimal

Part VI: Heroism, tragedy, and the computer age. The Ada perplex: was Byron's daughter the first coder? ; Alan Turing in life, logic, and death ; Dr. Strangelove makes a thinking machine ; Smarter, happier, more productive

Part VII: The cosmos reconsidered. The string theory wars: is beauty truth? ; Einstein, "Spooky action," and the reality of space ; How will the Universe end?

Part VII: Quick studies: a selection of shorter essays. Little big man ; Doom soon ; Death: bad? ; The looking-glass war ; Astrology and the demarcation problem ; Gödel takes on the U.S. Constitution ; The law of least action ; Emmy Noether's beautiful theorem ; Is logic coercive? ; Newcomb's problem and the paradox of choice ; The right not to exist ; Can't anyone get Heisenberg right? ; Overconfidence and the Monty Hall problem ; The cruel law of eponymy ; The mind of a rock

Part IX: God, sainthood, truth, and bullshit. Dawkins and the deity ; On moral sainthood ; Truth and reference: a philosophical feud ; Say anything.