Examples of using Complex functions in English and their translations into Danish
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Integration of complex functions.
Knopp worked on generalised limits andwrote excellent books on complex functions.
To perform more complex functions.
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He taught in Munich andworked on real and complex functions.
He also wrote on complex functions and number theory.
Demonstrate practical skills movement back through complex functions.
Let f andg be two complex functions over the variable x.
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Koebe's work was all on complex functions, his most important results being on the uniformisation of Riemann surfaces.
The Schwartz Inequality Let f andg be two complex functions over the variable x.
The concepts of energy andthe Dirichlet integral took Beurling to a global axiomatic theory called the theory of Dirichlet spaces for complex functions.
Bukreev's work was in the areas of complex functions and differential equations.
His mathematical output remained strong andin 1814 he published the memoir on definite integrals that later became the basis of his theory of complex functions.
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In 1865 Fuchs studied nth order linear ordinary differential equations with complex functions as coefficients.
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Shields worked on a wide range of mathematical topics including measure theory, complex functions, functional analysis and operator theory.
The Cauchy integral theorem,in the theory of complex functions, the Cauchy- Kovalevskaya existence theorem for the solution of partial differential equations, the Cauchy- Riemann equations and Cauchy sequences.
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Shields worked on a wide range of mathematical topics including measure theory, complex functions, functional analysis and operator theory. F W Gehring described his work in these words.
The lectures contained Weierstrass 's version of the arithmetisation of analysis including his"construction" of the real numbers, the,approach to analysis and his theory of complex functions based on power series.
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These are determinants, linear algebra, algebraic equations, multivariate algebra, formal algebra, number theory, geometry, topology, convergence, theory of real functions, differential equations, differential transformations,theory of complex functions, conformal mappings, numerical analysis and miscellany.
Levi's question was answered in 1942 by Kiyoshi Oka for complex functions of two variables, proving that the question had an affirmative answer, but the case of more complex variables remained open.
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The Laplace Transformation I- General Theory Complex Functions Theory a-4 About the book Description Preface Content Description In this book we present a collection of examples of applications of the theory of Fourier series.
Before his professorship in Lund he published about thirty papers, the majority treating of the problems in the theory of integral equations, andthe theory of real and complex functions, where he gave extraordinary evidence of originality, penetration and capacity to use various methods of analysis.