Is the Infinite Contained in the Finite? w/ Neil deGrasse Tyson

Credited: Star Talk

Join world-renowned astrophysicist Neil deGrasse Tyson in this mind-expanding conversation where he explores the fascinating concept of how the finite can contain the infinite. From the mysteries of the cosmos to the mind-bending realities of space and time, Neil breaks down complex scientific ideas with his signature clarity and enthusiasm. Whether you're a science enthusiast, a fan of Neil deGrasse Tyson, or just curious about the universe, this video will challenge the way you think about reality.

Watch now to expand your understanding of the cosmos!

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[YoursTruly-ug]

The subtitles are traveling half that far 😂😂

[mj]

"Finite containing the infinite" I like that a lot, and it's profound to boot!

[writerseye]

Not really a paradox. Eventually any movement towards the destination will cause arrival.

[oGsFateOfDestiny]

« Finite containing the infinite » makes me think of black holes which could contain expanding universes tending towards infinity in a finite volume.

[pspicer]

He missed a part: it takes a finite amount of time to travel all of the half distances. There are an infite number of half distances. Therefore, it would take an infinite amount of time to get where you are going, and you would never get there.

[AnnaAwesome]

Anybody living their life with intention realizes you’ll get there just not in the time you think you will. The idea is to never give up on the destination that you want to go to.🎉❤

[vishalseusankar]

"infinity is everwhere"- Satoru Gojo

[AnnaAwesome]

Anybody living their life with intention realizes you’ll get there just not in the time you think you will.

[pepinillorick]

That means that units of time have a minimun

[DamienWayne]

Ive actually had this same thought when it comes to reaching for something to "touch" it. You will.never reach it...ive never heard this adressed before until now

[millermbe]

I was reading a short story in dragon lance and the antagonist of the story told this paradox but called it the 'archers paradox' took me years to find out it was actually about infinity in finite spaces

[OrangeGeemer]

If you divide a distance in infinite parts, why are you surprise those parts add up to the original distance?

[kaukase]

Zeno’s paradox was an arrow what never hits the target……but we solved it!

[pugpug]

I never understood this paradox why do you have to travel half the distance to where you're going why can't you just travel the whole way there and call it a day?

[raj]

"Dope as hell" is just another day in the life of a science graduate.

[danielpostiff]

Vsauce taught me about supertasks. Reminds me of that video

[theultimatenewplayer]

It's not really a paradox. You only end up getting there because the size Of your feet eventually become larger than the remaining size of the distance between you and the in location.

[desmondyoung]

if you are contained in the finite how can you be infinite

[JosephCowen-fzvj]

Isn't it more, if you keep halving you finally get to a point so small is in measurable ??

It's sort of why you can't get to the speed of light, you keep going faster but you diminishing the time available to do it at the same " time" ! ( Not taking into account the infinite mass ) .

Or why Pi is a never recurring decimal . We measure in squares not circles, to measure area of a circle our equation is squares of smaller and smaller size, but the curve of a circle always leaves room for a smaller square to fit in a never ending line of smaller squares, finally it's so small it's unmeasurable .

[DigitalChainsaw]

How do we start boycotting AI missubtitled videos?🙄