10 ENGLISH BOOKS RELATING TO «NONUNIQUENESS»
Discover the use of
nonuniqueness in the following bibliographical selection. Books relating to
nonuniqueness and brief extracts from same to provide context of its use in English literature.
1
Nonlinear systems identification in presence of
nonuniqueness
Nonlinear systems for matching input-output of mathematical model to physical system.
2
Nonuniqueness of Constant Scalar Curvature Metrics in a ...
The Yamabe Problem asks when the conformal class of a compact, Riemannian manifold (M, g) contains a metric g of constant scalar curvature.
3
On
Nonuniqueness of Solutions of the Von Kármán Equations
A constructive method is used to study the nonuniqueness of solutions of a pair of non-linear partial differential equations (the von Karman equations) governing the deflections of a thin, flat, elastic plate that is clamped at the edges ...
George H. Knightly, D. Sather, WISCONSIN UNIV MADISON MATHEMATICS RESEARCH CENTER., 1969
4
Nonuniqueness in Wakes and Boundary Layers
In streamlined flow past a flat plate aligned with a uniform stream, it is shown that (a) the Goldstein near-wake and (b) the Blasius boundary layer are nonunique solutions locally for the classical boundary layer equations, whereas (c) the ...
F. T. Smith, UNITED TECHNOLOGIES RESEARCH CENTER EAST HARTFORD CT., 1983
5
Ordinary and Partial Differential Equations: With Special ...
Undergraduate and graduate students in mathematics, physics and engineering will benefit from this book. The book assumes familiarity with calculus.
Ravi P. Agarwal, Donal O'Regan, 2008
6
Applied and Computational Control, Signals, and Circuits
Nonuniqueness, Uncertainty, and Complexity in Modeling Hidenori Kimura
ABSTRACT The modeling is essentially an ill-posed problem in the sense that
the data cannot determine the model of the real world uniquely. This chapter
discusses ...
7
Error and the Growth of Experimental Knowledge
Nevertheless, Laudan maintains that a close look at underdetermination
arguments shows that they at most sustain a weaker form of underdetermination,
which he calls the nonuniqueness thesis. "It holds that: for any (hypothesis H] and
any ...
8
Proceedings of the St. Petersburg Mathematical Society
Uniqueness is the key point for these problems since there are nonuniqueness
examples; i.e., there are nontrivial solutions to the corresponding homogeneous
problems. Such solutions are called localized modes (sometimes called trapped
...
Nina Nikolaevna Uralceva (Mathematikerin.)
9
Proceedings of the 2004 IEEE International Symposium on ...
It was shown in [16] that a discontinuity point of 9(X) appears purely because of
its nonuniqueness at that discontinuity point. To remedy discontinuities, a
nonuniqueness-based weighting scheme was proposed in [16]-[18] that mixes 0(
x) and ...
10
Phase Retrieval and Zero Crossings: Mathematical Methods in ...
They have also presented evidence that nonuniqueness in 2-D depends on two
conditions: (1) that the zero space of g is decomposable into a union of several
submanifolds and (2) that the support of g possesses a suitable combination of ...
2 NEWS ITEMS WHICH INCLUDE THE TERM «NONUNIQUENESS»
Find out what the national and international press are talking about and how the term
nonuniqueness is used in the context of the following news items.
Raising the temperature on density-functional theory
His work also brings up the issue of nonuniqueness when the spin plays a role, which is shown to be irrelevant at finite temperatures. But most ... «Physics, Nov 10»
The Problem With ADAGE (A1c-Derived Average Glucose Equivalent)
... values affects the A1c value while in the patient-average format it doesn't. This nonuniqueness questions the viability of the ADAGE result. «Medscape, Nov 07»
