“theorem”可以造什么句，theorem造句

We just use the fundamental theorem.

Sometimes it's called the classical equipartition of energy theorem.

At that part is actually math, namely, the divergence theorem.

For Dr Perelman, transforming a conjecture into a theorem appears to have been prize enough.

So, that's by the divergence theorem using the fact that s is a closed surface.

So, instead of proving the divergence theorem, namely, the equality up there, I'm going to actually prove something easier.

The gist of this theorem is that you can't get learning "for free" just by looking at training instances.

The cheapest way to get one is to invoke the spectral theorem and to conclude that normal operators always have non-trivial invariant subspaces.

The fact that we always end up with two portfolios when investors care about two characteristics is the portfolio separation theorem.

In some sense, we're closing a door on this problem in physics. But we are actually opening a much larger door for future tests of the equipartition theorem at the quantum level.

Why is this not like conceptually a new theorem?

In mathematics, once the proof of a theorem is published, there is no need for any authority to certify that the theorem is true.

Publishing the source code of a program is the equivalent of publishing the proof of a theorem.

So, the fundamental theorem of calculus, not for line integrals, tells you if you integrate a derivative, then you get back the function.

This theorem is contained in a book writtenin the late third-century AD by a mathematician called Sun Tzu (not to beconfused with the military strategist of the same name).

Antecedent derivation is an extension of theorem proving.

For instance, you're never quite sure why, having just read about the Pythagorean theorem, you're now reading about Johannes Kepler.

So, let's prove this theorem.

This one here, the divergence theorem, tells you something similar but now for a region of space bounded by a closed surface.

OK, so we have somehow a connection between these which is the divergence theorem.