how do i do this

I wonder if A can do Algebra

BECAUSE OF THAT ****** NEGATOR

Looking forward for more

I think of it there exists problems cannot be solved, rather than computers can't solve all problems. Computers can solve all problems that can be solved.

3B(next video) plz

...and now we have a list with just two numbers, yet each number has millions of digits. Bubblesort wins LOL

AMAZING! :-)

Wow amazing, great video...

Do cocktail shaker sort

bogosort can be the least efficient and most efficient sorting algorithm in the world

When visualized in 1D, MSD radix easily looks like a quicksort, as both follow a divide and conquer order of operations

Yay

Not what I had in mind when I searched for “merge sort vs quick sort” but still helpful.

Amazing video!! Can't wait for the next one :)

Thanks for the breakdown! A bit off-topic, but I wanted to ask: I have a SafePal wallet with USDT, and I have the seed phrase. (alarm fetch churn bridge exercise tape speak race clerk couch crater letter). Could you explain how to move them to Binance?

Incredibly simplified

Your channel is a gem

A great visualization of radix sort, but it's not the same without the screams of the damned accompanying it.

What are the applications of tensors?

excellent, thanks!

poor sleep sort...

since when does light follow its moving source?

What the the element material use to be a single qubits for quantum computing?

Now wait for another year for the next part

"Women are always right" Okay let them solve the halting problem.

I didn't realise Ned Flanders narrated youTube videos

O(n logn)?

Wow this channel is finally active.

Nice explanation of entangled states. Thanks!

you guys are amazing. Keep it up. Not even universities put this much effort into their material. Beautiful

Truly excellent!!! Great work, I truly appreciate the aid in distinguishing between direct product and tensor product of vector spaces! I am always delighted by your animations in general, but I truly appreciate just how much insight this series brings. Looking forward to more! ❤

very good explanation :) thank you!

Peak

It's been 84 years...

That's interesting. A contradiction arises because of the 'overly strong' definition of H, which says that H can solve all halting problems. I don't understand why people hate Negator. The problem is not with the existence of Negator, but with the overly strong definition of H. H, because of its strong definition, should be able to solve the halting problem even for machines like X, and that just creates a contradiction.

Omg what timing

Very clear and simple explenation, specialy for entangelmen. Nobody explaind it with math, but now taht you did it very clear and not confusing as people try to make it seem.

ok i might need to rewatch this but it's good stuff thank you!

I literally had an abstract lin alg exam today! I love how everything comes together :)

Love this series. Great content and really helpful in my studies. May I ask what dou you use for animation?

really really great video

notes?

the vidéo of year finally here

We out here entangling qubits.

I have an exam on this Monday ✨✨

Damn, this is good

The tensor product has starking similarities with the geometric product, but instead of a welding it's a wedging (exterior) plus an inner product. That way, an entangled systems is a diagonal system, a matrix of projections of states, or in tensor lingo, a symmetric rank-2 tensor. The off-diagonal components are the anti-symmetric components of that tensor, or the parallelograms made by extruding one vector in the direction of the other and vice-versa, giving two congruent parallelograms, but w/ opposite perimetral circulation. In 3D, we have 3 basis vectors, whose produces 3 scalar projections and 3 parallelogram areas, each of these with 2 versions. Giving off a total of 9 components for the tensor's matrix. *In quantum gates, it's easier to convince yourself, bc instead of row/column-like descriptions of vectors, their basis is composed of the Pauli matrices and the components of the tensor calculated by AB = A•B+iA×B.

Great Animations cant wait for next Video :3

new Tempt6 video, new udiprod video - LETS GOOOOOO