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Mathematical Notes, 1995
The author considers comparison theorems (scalar and multidimensional cases) for Carathéodory type differential inclusions. The conditions are expressed in terms of solution spaces.
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The author considers comparison theorems (scalar and multidimensional cases) for Carathéodory type differential inclusions. The conditions are expressed in terms of solution spaces.
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Comparison Theorems for Constrained Rods
SIAM Review, 1964they prove' that "the fastest oscillation possible for a solution of (1.4) is at least as fast as the fastest oscillation permitted by equation (1.3)". However, when this result is expressed in terms of zeros of solutions we no longer get the simple separation property characteristic of the second order case.
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1988
In this chapter we compare Riemannian foliations with transversally homogeneous foliations, where the model transverse structure is of the type of a compact symmetric space G/K. We state a comparison theorem [KRT 2] which is based on the results in Chapter 12.
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In this chapter we compare Riemannian foliations with transversally homogeneous foliations, where the model transverse structure is of the type of a compact symmetric space G/K. We state a comparison theorem [KRT 2] which is based on the results in Chapter 12.
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Experimental quantum key distribution certified by Bell's theorem
Nature, 2022David Nadlinger +2 more
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Learning nonlinear operators via DeepONet based on the universal approximation theorem of operators
Nature Machine Intelligence, 2021Lu Lu, Pengzhan Jin, Guofei Pang
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Bayesian statistics and modelling
Nature Reviews Methods Primers, 2021Rens van de Schoot +2 more
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