Uniqueness Implies Uniqueness
WORLD SCIENTIFIC eBooks · 2016
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About 10,000 papers for “Uniqueness”
WORLD SCIENTIFIC eBooks · 2016
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Inverse Problems · 2006
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Nikolay Kuznetsov · 2006
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2011
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Abrams, Dominic · Kent Academic Repository (University of Kent) · 1995
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Allan Pinkus · Cambridge University Press eBooks · 2015
In this chapter we consider the problem of the uniqueness of the representation of a linear combination of a finite number of ridge functions. That is, assume we have two distinct representations for F of the form
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Paolo Mastrolia, Marco Rigoli, Alberto G. Setti · Progress in mathematics · 2012
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WORLD SCIENTIFIC eBooks · 1991
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C. R. Snyder, Howard L. Fromkin · 1980
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Nirit Kadmon · Linguistics and Philosophy · 1990
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Craig M. Bethke · Cambridge University Press eBooks · 2007
A practical question that arises in quantitative modeling is whether the results of a modeling study are unique. In other words, is it possible to arrive at results that differ, at least slightly, from the original ones but nonetheless satisfy the governing equations and honor the input constraints?
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Paul Sacks · 2010
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Michael Allingham · RePEc: Research Papers in Economics
Abstract Given that equilibrium prices exist and depend continuously on attributes I now enquire whether such prices are unique. This will be the case if there is only one price at which the plans of all the agents are compatible; if this were not the case, and particularly if there were infinitely many equilibrium prices, then the theory of value would be ambiguous. To return to the analogy of the ball and spring, the theory of weight would be unsatisfactory if the force of gravity balanced that of the spring at more than one length, for then a given ball would have more than one weight.
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Kent Academic Repository (University of Kent) · 1995
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Essential textbooks in mathematics · 2023
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2007
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Oliver J. Gurney-Champion (3903163), Remy Klaassen (3903154), Martijn Froeling (5059013) et al. · Figshare · 2018
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Snyder, C. R. 1944-2006, Fromkin, Howard L. · 1980
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Encyclopedia of Social Psychology · 2007
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Hans Ringström · 2013
Abstract In order to be allowed to claim that there is an initial value formulation of the Einstein–Vlasov equations, we need to prove that solutions to the initial value problem are unique. This is the subject of Chapter 18. We first provide a rough uniqueness result, but later we also provide geometric statements.
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