Examples of using The theorems in English and their translations into Danish
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Test me on the theorems.
The theorems of Artin's 1927 paper have became central results in abelian class field theory.
His geometrical proofs of the theorems dealing with rolling surfaces….
To achieve this, we need to solve problems and examples, draw diagrams anddrawings to prove the theorems.
Amsler extended the theorems of both Ivory and Poisson on this topic.
Here was a fresh,relatively new area where Moore had himself tested the difficulty of some of the theorems.
Landau himself discovered some of the theorems and demonstrated others in a new and simpler fashion.
The theorems of Artin's 1927 paper have became central results in abelian class field theory. Roquette writes.
However with this modified axiom, many of the theorems of Volume 1 do not go through and Frege must have known this.
Newton made notes on Wallis 's treatment of series butalso devised his own proofs of the theorems writing.
He showed that several of the theorems of Euclid 's Elements can be established from a single theorem. .
These joint publications looked at the Taüberian theorems, giving simpler proofs and also giving applications of the theorems.
Was based on mechanical memory:it was required to learn the theorems by heart and to reproduce their proofs exactly.
The theorems then follow a fairly similar pattern to the two-dimensional analogues previously given in books one and four.
Certainly the theorems which Galileo had proved on the centres of gravity of solids, and left in Rome, were discussed in this correspondence.
When Corrado Segre submitted an article to Rivista di matematica Peano pointed out that some of the theorems in the article had exceptions.
His geometrical proofs of the theorems dealing with rolling surfaces… are as pure as they are simple and beautiful.
Newton made notes on Wallis 's treatment of series butalso devised his own proofs of the theorems writing: Thus Wallis doth it, but it may be done thus.
In the second place, the theorems which belong to the general theoretical topics of the book are not merely stated.
Of the greatest usefulness would be the publication of collections of all the theorems now known that refer to given branches of the mathematical sciences.
He began to have success with what became known as the Moore Method of teaching: Here was a fresh,relatively new area where Moore had himself tested the difficulty of some of the theorems.
Eisenhart says of this work in:His geometrical proofs of the theorems dealing with rolling surfaces… are as pure as they are simple and beautiful.
This way of deducing and discovering new truths from old ones, andthe extraordinary clarity and self-evidence of the theorems, the ingeniousness of the ideas….
It contains the theorems of Euclid which relate to this ratio, and it also studies regular and semiregular polygons see in particular for a discussion of Pacioli's work on regular polygons.
He liked to work alone,often sitting at home in an armchair with pencil and clipboard, but the theorems he brought to life sometimes had worldwide influence.
Dedekind's brilliance consisted not only of the theorems and concepts that he studied but, because of his ability to formulate and express his ideas so clearly, he introduced a new style of mathematics that been a major influence on mathematicians ever since.
This was because the system of instruction… was based on mechanical memory:it was required to learn the theorems by heart and to reproduce their proofs exactly.
A repository where could be found all the ideas,all the methods, and all the theorems that have served successively for the calculation of phenomena.
Pythagoras transformed the study of geometry into a liberal education,examining the principles of the science from the beginning and probing the theorems in an immaterial and intellectual manner.