"' Complex analysis "', traditionally known as the "'theory of functions of a complex variable "', is the branch of mathematical analysis that investigates functions of complex numbers.
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He contributed in a major way to birational geometry, the theory of algebraic surfaces, in particular of the curves lying on them, the theory of moduli spaces and the theory of functions of several complex variables.
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Gvishiani entered for postgraduate education at the Chair of the theory of functions and functional analysis, Department of mathematics and mechanics of MSU . He was a student of an internationally famous mathematician Prof . Izrael M . Gelfand.
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In 1953, Ph . D . student James D . Riley's thesis " Contributions to the theory of functions of a bicomplex variable " was published in the Tohoku Mathematical Journal ( 2nd Ser ., 5 : 132 165 ).
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:But actually one can even have an infinite number of discontinuities, or even a function that consists of nothing but discontinuities; such things historically presented challenges to the theory of functions ( and to the historical definitions of " function " ).
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C . L . Siegel was heard to complain that the new " theory of functions of several complex variables " had few " functions " in it, meaning that the special function side of the theory was subordinated to sheaves.
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The Langlands conjectures were introduced by and describe a correspondence between representations of the Weil group of an algebraic function field and representations of algebraic groups over the function field, generalizing class field theory of function fields from abelian Galois groups to non-abelian Galois groups.
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Mari's grade in physics was 5.5, the same as Einstein's . ) In 1900 Mari failed the final teaching diploma examinations with a grade average of 4.00, having obtained only grade 2.5 in the mathematics component ( theory of functions ).
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Some majors are offered as Master programs : Algebra, Geometry and Topology, Complex Analysis, Mechanics of Deformable Solids, Fluid Mechanics, Theory of Functions and Information Technology, PDEs, Functional Analysis, Pedagogical Education : Information Technology in Physical and Mathematical Education; Mathematics, Informatics and Information Technologies in Education.
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The book is divided into three parts : of these, the first treats of the general theory of functions, and gives an algebraic proof of Taylor's theorem, the validity of which is, however, open to question; the second deals with applications to geometry; and the third with applications to mechanics.
