HackerNews Readings
40,000 HackerNews book recommendations identified using NLP and deep learning

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Healing Back Pain: The Mind-Body Connection

John E. Sarno MD

4.4 on Amazon

2 HN comments

The Mindbody Prescription: Healing the Body, Healing the Pain

John E. Sarno M.D.

4.5 on Amazon

2 HN comments

To Sell Is Human: The Surprising Truth about Moving Others

Daniel H. Pink and Penguin Audio

4.5 on Amazon

2 HN comments

Feeling Great: The Revolutionary New Treatment for Depression and Anxiety

David D. Burns

4.7 on Amazon

2 HN comments

Gödel, Escher, Bach: An Eternal Golden Braid

Douglas R Hofstadter

4.7 on Amazon

2 HN comments

The Parasitic Mind: How Infectious Ideas Are Killing Common Sense

Gad Saad

4.8 on Amazon

2 HN comments

Alcoholics Anonymous

AAWS

4.8 on Amazon

1 HN comments

The Laws of Human Nature

Robert Greene, Paul Michael, et al.

4.8 on Amazon

1 HN comments

Lifespan: Why We Age―and Why We Don't Have To

David A. Sinclair PhD and Matthew D. LaPlante

4.6 on Amazon

1 HN comments

Radical Acceptance: Embracing Your Life with the Heart of a Buddha

Tara Brach, Cassandra Campbell, et al.

4.7 on Amazon

1 HN comments

The Deepest Well: Healing the Long-Term Effects of Childhood Adversity

Nadine Burke Harris M.D.

4.7 on Amazon

1 HN comments

Inner Engineering: A Yogi's Guide to Joy

Sadhguru Jaggi Vasudev, Jaggi Vasudev (Sadhguru), et al.

4.7 on Amazon

1 HN comments

Tribe: On Homecoming and Belonging

Sebastian Junger and Hachette Audio

4.6 on Amazon

1 HN comments

Grit: The Power of Passion and Perseverance

Angela Duckworth and Simon & Schuster Audio

4.6 on Amazon

1 HN comments

Animal, Vegetable, Junk: A History of Food, from Sustainable to Suicidal

Mark Bittman

4.4 on Amazon

1 HN comments

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tovejonJune 17, 2021

Tangentially related: the book "Gödel, Escher, Bach: an Eternal Golden Braid" by Douglas Hofstadter is a computer science classic that deals with incompleteness among other things (mostly self-references in formal systems) in a fun way.

jl6onApr 7, 2021

Axioms are the foundational assumptions from which formal systems of mathematics are built. Some systems of axioms are unable to prove the truth or falsity of some statements within that system. But you can add such statements to your set of axioms to form a new, larger formal system, which in turn has other indeterminate statements, and so on, thus building, in GP’s terms, an infinite playground of mathematics.

Book recommendation: Gödel, Escher, Bach by Douglas Hofstadter.

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