Concrete Mathematics - ASMR in Nature

This is a wonderful book for anyone who wants to learn discrete mathematics. It is more advanced than other discrete math books. It is called Concrete Mathematics and it was written by Graham, Knuth, and Patashnik.

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Thank you:)

[adityawankhede]

damn i was really hoping for the Sigma to be actually engraved on the cover.

[txikitofandango]

I love their use of Knuth's "concrete" font

[danielcisneros]

Thanks professor for sharing this book. As a computer scientist I went through most of these topics. There were some other topics that I would like to expand my knowledge. So thanks for sharing!

[kummer]

One of the hardest books in discrete mathematics .

[brunorocha]

This kind of videos are truly inspiring, ty professor!

[Number_]

The mathematics of concrete. It starts with a solid foundation!

[zekewhitlock]

Just got started reading it and got through half the book. It is definitely a beautiful book and a must-read for anyone doing discrete mathmatics or wants a good read on the side. The problems in the book are fun and show you his beautiful insite on discrete and continuous numbers. It gets a 4.5/5 stars for me. Ronald L. Graham and Donald E Knuth are amazing mathmaticans and computer scientists can wait to get the chance to read The Art Of Computer Programming. Hope you had a nice read in nature, i have been reading at home and have been loving it as it is a challenge, but it makes the harder things feel easier. Thank you for sharing your love for books! It has taught me a lot, and hopefully, i can get a shelf like yours someday. Have a cushty night.

[PedroCristian]

Best introductory book to computer science.

[louise]

I like math and I like asmr. This is perfect!

[dominikriegler]

I stopped the video in the right moment for me. (If you divide the lenght of the video in approx. 9 parts, at the beginning of the last 9th part).
Mindblowing!
You take away the last digit of a binary number, and the numbers decimal value is halved (and rounded down to the next whole number).
Haven't thought about that yet.
Chapter 4.4 Factorial Factors, page 113.
Now, this is obvious for me.

[Haiderali-qdjy]

What should i know in order to start rhis book?

[minukutty]

nature and maths are related: here is a discussion -

[-bj]

This book's font is ugly as hell.