Примери за използване на Function theory на Английски и техните преводи на Български
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Special areas of function theory of real variables;
In 1922 Courant published a book on function theory.
Hamel worked in function theory, mechanics and the foundations of mathematics.
It therefore introduced topological methods into complex function theory.
However Klein himself saw his work on function theory as his major contribution to mathematics.
Teichmüller's main contribution is in the area of geometric function theory.
The core of the lectures was the course on complex function theory, distinguished by the inspirational name of Riemann.
During Kummer's first period of mathematics he worked on function theory.
In this work Wirtinger combined ideas from Riemann 's function theory with ideas from Klein to prove results of great significance.
As we have already mentioned,Loewner's research was on geometric function theory.
During the beginning of the 1928/29 session Schreier lectured on function theory giving parallel courses in Hamburg and Rostock.
Unlike many similar books of its time Cours d'analyse contains no complex function theory.
She published papers on mathematical logic,recursive function theory, and theoretical computer science.
From around 1936 Whyburn looked at open maps andtheir applications to complex function theory.
In it he examines the role which residue theory(Cauchy)plays in function theory as a means of access to modern analysis.
The approach of both Riemann andWeierstrass strongly influenced Thomae's study of function theory.
Loewner worked on geometric function theory for his doctorate and after submitting his thesis he received a Ph.D. in 1917.
From the mid 1950s Péter applied recursive function theory to computers.
One finds treated such fields as number theory, function theory, mathematical statistics, probability and stochastic processes, demography, insurance risk theory, functional analysis and the history of mathematics.
Baker, while on a visit to Göttingen,was inspired by Klein to study algebraic function theory.
Has undoubtedly had a greater influence on the development of geometric function theory than any other publication since Riemann 's dissertation.
In 1949 Selberg andErdös found an elementary proof that makes no use of complex function theory.
He used the ideas, techniques andmethods of analytic function theory throughout all his research.
He suggested Péter examine Gödel 's work andin a series of papers she became a founder of recursive function theory.
Krein brought the full force of mathematical analysis to bear on problems of function theory, operator theory, probability and mathematical physics.
He submitted his thesis in 1906 which was on integration theory and complex function theory.
He wrote Riemanns Theorie der algebraischen Funktionen und ihre Integrals in 1882 which treats function theory in a geometric way connecting potential theory and conformal mappings.
Among his teachers were Parswho taught him dynamics, and Littlewood who taught the foundations of function theory.
In mathematics he was taught calculus andalgebra by Franz Mertens, function theory, differential equations and mathematical statistics by Wilhelm Wirtinger(whom he found uninspiring as a lecturer).
Freundlich was awarded a doctorate by the University of Göttingen for a thesis on analytic function theory in 1910.