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Fundamental Theorems of Evolution

The American Naturalist, 2017
Evolutionary biology is undergirded by an extensive and impressive set of mathematical models. Yet only one result, Fisher's theorem about selection and fitness, is generally accorded the status of a fundamental theorem. I argue that although its fundamental status is justified by its simplicity and scope, there are additional results that seem ...
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Fundamental Theorems

2022
Laszlo Csirmaz, Zalán Gyenis
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The Fundamental Theorems

1995
The objective of this chapter is to prove the fundamental theorems of Eilen-berg [75] and Debreu ([65], [67]). Of the several approaches that may be used to prove these classical theorems, we have chosen the one based on Debreu1 s Open Gap Lemma.
Douglas S. Bridges, Ghanshyam B. Mehta
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Some Fundamental Theorems

2004
For the investigation of vector optimization problems we need various fundamental theorems of convex analysis which are presented in this section. First, we formulate Zorn’s lemma and the Hahn-Banach theorem and, as a consequence, we examine several types of separation theorems.
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Learning nonlinear operators via DeepONet based on the universal approximation theorem of operators

Nature Machine Intelligence, 2021
Lu Lu, Pengzhan Jin, Guofei Pang
exaly  

Experimental quantum key distribution certified by Bell's theorem

Nature, 2022
David Nadlinger   +2 more
exaly  

The fundamental theorem

1992
Abstract The fundamental theorem of toposes says that every slice of a topos is also a topos and, for every arrow f: A→ B of E, the functorf:*:E/B→ E/A has a right adjoint 77f and a left adjoint Xf. This makes indexed families of objects and arrows in a topos easy to handle, and it proves a great deal about the structure of a topos.
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The Fundamental Theorems

2018
This chapter presents the three fundamental theorems of asset pricing. These theorems are the basis for pricing and hedging derivatives, understanding the risk return relations among assets including the notion of systematic risk, portfolio optimization, and equilibrium asset pricing.
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Fundamental Existence Theorems

1929
As we saw in § 3 of Chapter IX (p. 237), Green, in 1828, inferred the existence of the function which bears his name from the assumption that a static charge could always be induced on a closed grounded conducting surface by a point charge within the conductor, and that the combined potential of the two charges would vanish on the surface.
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