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Homotopy Type Theory: Univalent Foundations of Mathematics
This is the Univalent Foundations program.
Univalent Foundations Program, 2013
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The Theory of Extremal Problems for Univalent Functions of Class S
Translation of K teorii cekstremalnykh zadach dleiia odnolistnykh funketisii klassa S.
Konstantin Ivanovich Babenko, 1975
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Linearization Models for Complex Dynamical Systems: Topics in ...
Readers will find in this book a systematic and detailed survey of linearization models for one-parameter continuous semigroups, functional equations, and the different classes of univalent functions which serve as intertwining mappings for ...
Mark Elin, David Shoikhet, 2011
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Extremum Problems for Bounded Univalent Functions - Strona 313
[32] [33] [3H] Kortram, R. – Tammi, O. : On the second coefficient region of bounded univalent functions. - Ibid. vol. 1, 1, 1975. Haario, H. : Some remarks on the coefficient bodies of univalent functions. - Reports of the Dept. of Math., Univ. of ...
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Univalent Functions and Conformal Mapping: Reihe: Moderne ...
Also it should be said that there has been no attempt to provide an exhaustive biblio graphy, reference normally being confined to those sources actually quoted in the text.
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Topics in Hardy Classes and Univalent Functions - Strona 234
Semigroups were evidently also on Loewner's mind in his fundamental work on univalent functions (Löwner [1923). The essential idea is that individual univalent functions can be studied by embedding them into families which determine a ...
Marvin Rosenblum, James Rovnyak, 2012
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Extremum Problems for Bounded Univalent Functions II - Strona 166
( 1) (2) [ 3 ] (ц) {5} (6) References Таmmi, O.: Extremum problems for bounded univalent functions. — Lecture Notes in Mathematics 616, Springer-Verlag, Berlin-Heidelberg-New York, 1978. Нaario, Н. — Jokinen, 0.: On the use of Lёwner's ...
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Univalent Functions - Selected Topics - Strona 194
W. Hengartner and G. Schober: Extreme points for some classes of univalent functions, Trans. Amer. Math. Soc. 185 (1973), 265 - 270. W. Hengartner and G. Schober: Compact families of univalent functions and their support points, Mich.
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Geometric Theory of Functions of a Complex Variable - Strona 23
Univalent conformal mapping One of the basic questions in the theory of functions of a complex variable is the study of analytic functions based on the nature of the mappings produced by these functions. Suppose that a function £ = /(z) is ...
Gennadiĭ Mikhaĭlovich Goluzin, 1969
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A Study of Analytic Univalent Functions
This is not unconnected with its wide applications in analysis and physical problems such as fluid flows, heat conditions, electrostatics, and potential as well as its interdependence role with many areas of mathematical endeavour.
Deborah Olufunmilayo Makinde, 2013
