algebra
বীজগণিত
definition
noun
Among his many mathematical achievements can be included profound discoveries in logic, algebra and differential equations.
the part of mathematics in which letters and other general symbols are used to represent numbers and quantities in formulae and equations.
translation of 'algebra'
noun
বীজগণিত
example
He had a distinguished career as a math professor, specializing in 'algebra' , algebraic geometry and number theory.
Ku00f6nig worked on a wide range of topics in 'algebra' , number theory, geometry, set theory, and analysis.
It is devoted mainly to arithmetic and 'algebra' , with just a few problems on geometry and mensuration.
We have looked briefly at Zorn's contributions to 'algebra' and to set theory.
Aitken's mathematical work was in statistics, numerical analysis, and 'algebra' .
courses in 'algebra', geometry, and Newtonian physics
He failed in his application for the chair of 'algebra' and number theory at Uppsala University.
In short, his interest in classical 'algebra' and number theory brought him to abstract semigroups.
He wrote several books on arithmetic, 'algebra' , geometry and astronomy.
Wall's research is mostly in the area of geometric topology and related 'algebra' .
Ernst Schru00f6der's important work is in the area of 'algebra' , set theory and logic.
They are the basis of mathematical logic, which in turn gives rise to Boolean 'algebra' .
The book contained the elements of geometry and 'algebra' in addition to the calculus.
I do not doubt that this is the most important work on general 'algebra' that the Annalen has ever published.
Among his many mathematical achievements can be included profound discoveries in logic, 'algebra' and differential equations.
It is time to take a look at this most outstanding work on 'algebra' in Greek mathematics.
'algebra' problem
He worked on 'algebra' and graph theory, combining the two to produce his first outstanding contribution to matroid theory.
The mathematical topics that Delone studied include 'algebra' , the geometry of numbers.
Mill only deals with geometry, arithmetic, and some 'algebra' , not the branches of higher mathematics.
Pierre went on to study the latest mathematics, in particular studying 'algebra' and geometry.
It was an exciting time with increasing mathematical activity in 'algebra' .
The theorem states that all central division algebras over algebraic number fields are cyclic 'algebras' .
Or he might want to train future 'algebraists' and maybe attract a few Ph.D. students for himself.
Jordan 'algebras' are called after the German physicist and mathematician Pascual Jordan.
Dickson worked on finite fields and extended the theory of linear associative 'algebras' initiated by Wedderburn and Cartan.
In 1870 Peirce published, at his own expense, Linear Associative Algebra a classification of all complex associative 'algebras' of dimension less than seven.
His mathematical publications started in 1964 with a series of papers on topological algebras, measure algebras and Banach 'algebras' .
Malcev also studied Lie groups and topological 'algebras' , producing a synthesis of algebra and mathematical logic.
He had been responsible for major advances in the theory of finite dimensional 'algebras' and was the discoverer of modular representation theory.
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