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Is Zero More Than Nothing? Introducing the Zero Project

2021-10-08 Education
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Closer To Truth
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Description

Make a donation to Closer To Truth to help us continue exploring the world's deepest questions without the need for paywalls: https://shorturl.at/OnyRq Learn more about the Zero Project at https://www.TheZeroProject.nl Like the domestication of fire and the invention of the wheel, the concept of zero changed the course of human history. Yet zero’s origin remains shrouded in mystery. Closer To Truth and Robert Lawrence Kuhn explore the mystery with The Zero Project, a group of international researchers searching for evidence of the invention of the numeral zero. Join the global expedition with expert guides from across diverse cultures and a range of specialty fields. In the quest for zero, visit far-flung places lost in time: North and South Africa, Central America, the Middle East, South-, Southeast, and Far East Asia.

Top Comments (10)

@johncunningham1625 2021-10-08

In order for zero to be relevant there has to be something.

20 6 replies
@danielogwara3984 2021-10-08

That guy wearing the white T shirt with Euler’s formula and Euler’s photo on it😊. The God equation.

15
@LoVeLoVe-bi2rq 2021-10-08

This is really great! Would love more videos on this topic!

11
@carlossummers5693 2021-10-09

Beatrice Lumpkin, what a beautiful spirit. ❤️

7
@kallianpublico7517 2021-10-15

Zero is the lock to the unknowable and the key to the unknown. The definition of what you don't know, and the afterthought of what you can never know.

3
@utubekade 2021-10-08

Even infinity as a numeric placeholder is matched by negative infinity. Truly 0 is the one unique number. Great topics @CloserToTruth keep them coming

2
@ezrawilson6986 2022-01-17

I'd love to see a video that explores the relationship between zero and infinity.

2
@paulkarch3318 2021-10-08

In math, sometimes adding zero can make things work out. Say you have b and you add a - a you get b + a - a but rearranging things you "complete" the expression and this produces something nice. See the derivation of the derivative of the product of two differentiable functions. Another "trick" that sometimes works is multiplying by one in a clever way. When you are talking about the natural numbers (with zero) von Neumann constructed them roughly this way: we assume 3 symbols exist {,}, and comma , then 0 = {}, 1 = {{}} = {0}, 2 = {{},{{}} } = {0,1} etc so the natural numbers are created from nothing and you have the successor function and can define addition and ordering relations.

2
@phaidonsofianos1409 2021-10-09

EXCELLENT !!!!!!!! ONCE AGAIN !!!!! Kudos and best regards to the lovely Lady Beatrice Lumpkin THANK YOU ALL !!!!

1
@BlatheringSkite 2021-11-08

I’m finding you and I Robert, are beautifully aligned.

0

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