«UNIVALENCE» 관련 영어 책
다음 도서 목록 항목에서
univalence 의 용법을 확인하세요.
univalence 에 관련된 책과 해당 책의 짧은 발췌문을 통해 영어 서적에서 단어가 사용되는 맥락을 제공합니다.
Mariae-Curie Sktodowska, Seel. A, 33(5) (1979), 45-57. [3] J. Godula,, On the
univalence of a certain integral, Annales Univ. Mariae-Curie Sktodowska, Sect. A,
33(5) (1979), 66-76. 4] P. L. Duren, Univalent functions, Springer- Verlag, 1983.
2
Topics in Complex Analysis
Volume 38, 1985 THE SCHWARZIAN DERIVATIVE AND UNIVALENCE
CRITERIA David Minda ABSTRACT. Nehari proved that if f is holomorphic and
locally univalent in the unit disk D and (l-|z|2)2|Sf(z) | £2, then f is univalent in ID.
Here S.: ...
Dorothy Brown Shaffer, 1985
3
Homotopy Type Theory: Univalent Foundations of Mathematics
Given two types A and B, we may consider them as elements of some universe
type U, and thereby form the identity type A =U B. As mentioned in the
introduction, univalence is the identification of A =U B with the type (A ≃ B) of
equivalences ...
Univalent Foundations Program, 2013
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Current Topics in Analytic Function Theory
UNIVALENCE DOMAINS 5. H. Lameier and E. P. Merkes An open region D is
said to be a univalence domain for a family F of meromorphic functions if each / €
F is univalent in D and for each region G that properly contains D there is a ...
H. M. Srivastava, Shigeyoshi Owa, 1992
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Handbook of Complex Analysis: Geometric Function Theory
Geometric Function Theory Reiner Kuhnau. CHAPTER. 8. Univalence. and.
Zeros. of. Complex. Polynomials. Gerald. Schmieder. Fakultät V, Institutfür
Mathematik, Universität Oldenburg, D-26111 Oldenburg, Germany E-mail: ...
6
Decoherence and the Appearance of a Classical World in ...
The best known example of a superselection rule derived from a symmetry
requirement is the univalence superselection rule between integer and half-
integer angular momentum spaces. It emerges from the postulate that the rotation
group ...
7
Choice and Allocation Models for the Housing Market
6.4.3 The Global Univalence Theorem and Uniqueness of Steady States The
global univalence theorem of Gale and Nikaido [1965] establishes sufficient
conditions for the global univalence of vector valued functions. Global univalence
...
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Eleven papers in analysis
Univalence. Classes. and. Smirnov. Domains*. UDC 517.54 P. L. SHABALIN
Simply-connected single-sheeted domains with rectifiable Jordan boundaries fall
into two classes according to whether or not the representation ...
9
Fourteen Papers Translated from the Russian
UDC 517.54 L. A. AKSENT'EV AND I. R. NEZHMETDINOV We recall that the
weak univalence problem ([1], §12) in inverse boundary value problems is
investigated as follows. On the basis of sufficient conditions for the univalence of
regular ...
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Geometric Function Theory in One and Higher Dimensions
Since f is holomorphic, local univalence is equivalent to the condition that f (z) ^ 0
, z E D. If / E, H(D) is locally univalent and z £ D, the derivative /'(z) determines the
local geometric behaviour of f at z. The quantity |/'(z)| gives the local ...
Ian Graham, Gabriela Kohr, 2003
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A new foundation for mathematics
In this interpretation, an additional feature applies, namely univalence, which Voevodsky adds to the foundations of mathematics as a new axiom. In it he relates ... «R & D Magazine, 9월 14»
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