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Abstract: In this paper, the method and theory of coprime factorizations of nonlinear systems based on the operator theory are introduced.

主要介于算子理论的线性系统互质法及其理论。

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Lex Fridman Podcast

And I wouldn't have noticed it except for this factorization.

若非这次因式解,我本不会察觉到这一点。

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Paper Talk

Covarnet uses mathematical techniques like non-negative matrix factorization to find groups of cell subsets that often appear together, and then correlation analysis to map out the likely connections within those groups.

Covernet利用非负矩阵等数学技术,识别出经常共同出现细胞亚群合,再通过相关性制出这些合内部潜在关联。

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Veritasium真理元素

And the beauty of this Goodall number is you can do a prime factorization of it, and you can work out exactly what symbols made up this card.

古道尔数美妙之处在于, 你以对它进行质因数,然后就能准确地算出这张卡片是由哪些符号

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高等数学之美

But other than the things you can get by multiplying some of these factors by -1, i or -i, factorization within the Gaussian integers is unique.

但除了将这些因子中一些乘以 -1、i 或 -i 以获得结果之外,高斯整数内因式是唯一

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TED演讲(视频版) 2019年11月合集

But unlike factorization, we need these problems to be so hard that they're even unbreakable with a quantum computer.

但与因式不同,我们需要这些问题非常难, 以至于它们甚至无法用量子计算机破解。

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TED演讲(视频版) 2019年11月合集

We're looking for new, hard mathematical problems. We're looking for problems that, just like factorization, can be used on our smartphones and on our laptops today.

我们正在寻找新、困难数学问题。我们正在寻找以在今天智能手机和笔记本电脑上使用问题,就像因式一样。

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高等数学之美

Well, remember how I mentioned that a factorization into gaussian primes can look different if you multiply some of them by i, -1 or -i?

还记得我提到过,如果你将一些高斯素数乘以i、-1或-i,它们解形式能会不同吗?

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TED演讲(视频版) 2019年11月合集

And this problem, called " integer factorization, " is exactly what each of your smartphones and laptops is using right now to keep your data secure.

这个问题称为“整数因式”,正是您每部智能手机和笔记本电脑现在正在使用问题, 以确保您数据安全。

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高等数学之美

Again, this factorization is almost unique.

再次强调,这种几乎是唯一

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