Примери за използване на To geometry на Английски и техните преводи на Български
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Introduction to geometry and.
He also made significant contributions to geometry.
Enriques made important contributions to geometry and to the history and philosophy of mathematics.
A transformation approach to geometry.
At work special attention is paid to geometry, observance of a right angle and parallelism.
A transformational approach to geometry.
Pythagoras, famous for his contributions to geometry and mathematics, said,"Oh, my fellow men, do not defile your bodies with sinful foods.
From Number Theory to Geometry.
He made numerous contributions to geometry and for his outstanding contributions to the subject he was awarded the Poncelet Prize of the Académie des Sciences in 1872.
I better go to geometry.
While BIM is centered around a 3D model,it is not limited to geometry.
The Erlanger Programm gave the unified approach to geometry that is now the standard accepted view.
Many forms observed in nature can be related to geometry.
We talk about the different experiences that lead people to geometry, and it began with making patterns,” said Taimina.
Joachimsthal applied the theory of determinants to geometry.
Salmon became interested in the algebraic approach to geometry taken by Cayley, Sylvester, Hermite and later by Clebsch.
Euclid said there is no royal road to geometry.
Saunderson then presents applications of algebra to geometry, in particular studying ratio and proportion from Book 5 of Euclid 's Elements.
There is no royal road to geometry.
He avoided courses by Lindemann,however, so his mathematical interests moved from number theory to geometry.
He made decisive andformative contributions to geometry, calculus and number theory.
Archimedes told the tyrant of Syracuse that there is no royal road to geometry.
At a choice of the sketch it is worth giving preference to geometry, floristics, but excepting large fragments.
As Euclid said,there is no royal way to geometry.
She will long be remembered by the mathematical world for her contributions to geometry and by Newnham and Cambridge as one of their distinguished alumni.
He answered that there was no royal road to geometry.
In 1900 he published A Course on Applications of Differential andIntegral Calculus to Geometry and, in 1934, he published An Introduction to the Calculus of Variations.
Euclid told him there was no“royal road” to geometry.
Different approach to geometry.
In 1931 Luzin himself turned to a new area when he began to study differential equations and their application to geometry and to control theory.