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univalence în următoarea selecție bibliografică. Cărți în legătură cu
univalence și extrase din aceasta pentru a furniza contextul de întrebuințare al acestuia în literatura Engleză.
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.
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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
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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: ...
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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
ȘTIRI NOI CARE INCLUD TERMENUL «UNIVALENCE»
Află ce ziare naționale și internaționale au scris despre și cum este întrebuințat termenul
univalence în contextul următoarelor știri.
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, Sep 14»
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