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How Not to Be Wrong: The Power of Mathematical Thinking How Not to Be Wrong: The Power of Mathematical Thinking
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Lipsa Panda
Lipsa Panda is 15% done
baltimore stockbroker a/b testing stocks to get subscribers

ladder curve and the fallacy of linearity

the bible code and an obsession with the unexplainable

linearity lessons: proportions make sense but should be used carefully. proportions using negative numbers can be misleading.
Dec 17, 2020 12:13PM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

Matt
Matt is on page 350 of 480
Three DFW references (two about IJ) and one Gravity's Rainbow reference... did someone put a curse on me?
Dec 11, 2020 06:07AM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

Sola Chun
Sola Chun is on page 30 of 480
The armor, said Wald, doesn’t go where the bullet holes are. It goes where the bullet holes aren’t: on the engines.

The reason planes were coming back with fewer hits to the engines is that planes that got hit in the engine weren’t coming back.
Nov 20, 2020 10:40PM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

Drew
Drew is 10% done
F por los números de Brian uwu
Oct 30, 2020 10:40AM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

Jack Hodge
Jack Hodge is on page 51 of 480
50 pages in and I keep failing my tests. definitely a scam.
Oct 26, 2020 02:19PM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

Micaelle Nogueira de Carvalho
Micaelle Nogueira de Carvalho is on page 252 of 457
“The standard economic story is that human beings, when they’re acting rationally, make decisions that maximize their utility. Everything in life has utility; good things, like dollars and cake, have positive utility, while bad things, like stubbed toes and missed planes, have negative utility. Some people even like to measure utility in standard units, called utils.” – Jordan Ellenberg, 2014
Sep 21, 2020 03:46AM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

Drew
Drew is 5% done
Love the example with bullet holes
Sep 19, 2020 12:51PM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

Micaelle Nogueira de Carvalho
Micaelle Nogueira de Carvalho is on page 233 of 457
“The unknown is a stone in the sea, which obstructs our progress. We can try to pack dynamite in the crevices of rock, detonate it, and repeat until the rock breaks apart [...]. Or you can take a more contemplative approach, allowing your level of understanding gradually and gently to rise, until after a time what appeared as an obstacle is overtopped by the calm water, and is gone.” – Jordan Ellenberg, 2014
Sep 14, 2020 12:53PM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

Keane Jackson
Keane Jackson is on page 62 of 468
Very intriguing.. Enthralled in the authors witty explanations and comparisons. Can’t wait to finish the book
Aug 31, 2020 10:37AM Add a comment
How Not to Be Wrong: The Hidden Maths of Everyday Life

Taylor Rudie
Taylor Rudie is on page 295 of 457
“Say what you want about meth, you can’t deny it is broadly and sincerely enjoyed.”
Aug 17, 2020 08:45PM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

Shonda
Shonda is 26% done
This isn't a "fun" read per se, but I'm finding it to be immensely enjoyable.
Jul 14, 2020 08:24AM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

Jesse Lawless
Jesse Lawless is on page 223 of 457
love it so far -- the concepts are explained so simply!! The chapters are part concise explanation and part short-hand mathematical proof. Definitely worth a read and a re-read.
Jul 10, 2020 08:51PM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

Shonda
Shonda is 15% done
The author is super approachable. Too bad I never got this flavor of instruction when I took geometry or calculus!
Jul 10, 2020 07:15PM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

Shonda
Shonda is 7% done
The author is very explicit in the forward that it is a book about mathematical concepts for a lay person.

If I could do it all over again, I would go back to school for Statistics. This book is off to a good start!
Jul 09, 2020 08:55PM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

Stefan Gugler
Stefan Gugler is 33% done
the part on induction was a bit aimless :/
Jun 26, 2020 02:29AM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

Shane Musgrove
Shane Musgrove is starting
Disorganized without coherent theme and structure. Just the book you would expect for a pure mathematician.
Jun 09, 2020 09:57AM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

F
F is on page 63 of 480
Chapter 2 talks about limits and non standard analysis and how to understand infinities and approximations.
Chapter 3 talks about wrong estimations based on linear regression a very nice example was about a canon projectile if you only have the first five points in time and tried to find a relation between projectile and time you will have a straight line instead of parabola.
Jun 08, 2020 11:07PM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

F
F is on page 30 of 480
Chapter one introduces the concept of non linearity, when we try to optimize something its usually not a straight line with one end better than another it's more of a non linear relation that can take a form of curve.
Jun 07, 2020 10:23PM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

Allison
Allison is on page 412 of 457
"one of the most painful parts of teaching mathematics is seeing students damaged by the cult of the genius. The genius cult tells students it's not worth doing mathematics unless you're the best at mathematics, because those special few are the ones whose contributions matter. We don't treat any other subject that way!"
Jun 05, 2020 07:13PM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

Allison
Allison is on page 346 of 457
"keep this in mind when you're told that two phenomena in nature or society were found to be uncorrelated. It doesn't mean there's no relationship, only that there's no relationship of the sort that correlation is designed to detect"
Jun 01, 2020 07:24PM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

Zhenqing
Zhenqing is on page 66 of 457
not everything is linear!
Apr 30, 2020 12:46AM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

Ryan
Ryan is on page 76 of 480
Section on the Grandi Series was well explained and integrated. Took him 4 pages to summarize a year of my high school calculus.
Apr 02, 2020 04:54AM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

Lori
Lori is on page 250 of 480
Meh
Mar 24, 2020 06:20AM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

Ardian
Ardian is on page 231 of 480
Sooo Trhilliiiiinggg...
Feb 24, 2020 04:25PM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

Ardian
Ardian is on page 145 of 480
Bahasanya cukup akademisi, butuh belajar vocab2 baru
Feb 14, 2020 07:02AM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

Kim
Kim is on page 28 of 457
I’m hoping to learn a lot from this book.
Feb 12, 2020 12:09PM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

Phil
Phil is on page 200 of 480
Loving this, so far!
Feb 04, 2020 09:28AM Add a comment
How Not to Be Wrong: The Power of Mathematical Thinking

Sara Rocutto
Sara Rocutto is on page 91 of 594
Svela perché non c’è bisogno di credere ai complotti ambientali per avere più morti di tumore al cervello a Vercelli che a Torino. La statistica risolve molte contorte pseudoteorie.
Feb 04, 2020 01:52AM Add a comment
I numeri non sbagliano mai: Il potere del pensiero matematico