Voorbeelden van het gebruik van This theorem in het Engels en hun vertalingen in het Nederlands
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This theorem is as follows.
I regret to agree with this theorem.
This theorem is due to Frobenius.
There is a straightforward proof of this theorem.
This theorem is valid for vector fields in a plane.
Ptolemy describes this theorem in the Almagest XII.1.
This theorem is known as Ivory's theorem. .
The converse of this theorem is also derived similarly.
Chinese may have discovered this theorem well before Pythagoras.
This theorem is a generalization of Myers's theorem. .
And these two might lead us to this theorem right over here.
We can use this theorem to find the height of our equilateral triangle![3].
Vera: Evil-speaking minds assert that Cradle Of Filth make the same kind of albums for years, but this theorem can be put in the waste-paper basket from now on.
We will explain this theorem based on a number of film clips and life philosophies.
This theorem is related to the theorems of Gausz, Stokes
So they want us to use this theorem to find where the given function is increasing, and when it is decreasing.
This theorem was the start of the qualitative theory of dynamical systems,
Ernst Schröder had stated this theorem a bit earlier,
This theorem is actually Propositions 24 of Book 1 of Euclid's Elements sometimes called the open mouth theorem. .
The consequence of this theorem resulted in a provocative form of performance:
This theorem is also known as the Pappus-Guldinus theorem
He characterized this theorem to lay people as being about a way to compute the energy required to ionize the atoms of alkali metals sodium, potassium, etc.
This theorem says that under certain conditions n equations with n unknown variables have exactly 1 solution up to integration constants.
Kurt Gödel came to this theorem in answer to the question of what was wrong with the idea that a system,
This theorem has a generalization to any compact even-dimensional Riemannian manifold,
The tools he developed to prove this theorem started the study of algebraic and topological K-theory,
This theorem can be generalized to infinite-dimensional situations related to matrices with infinitely many rows
This theorem of the permanent revolution formulates an irrepressible
To prove this theorem, Gödel developed a technique now known as Gödel numbering,