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CT-Based Risk Assessment After Left Atrial Appendage Occlusion: Methodological Considerations. [PDF]

JACC Adv
Isgandarov K, Gorenek B.
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Vehicle minimization for periodic deliveries

European Journal of Operational Research, 2005
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Ann Melissa Campbell, Jill R. Hardin
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Stability of minimal periodic orbits

Physics Letters A, 1998
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Dullin, Holger R., Meiss, James D.
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Minimally Almost Periodic Groups

The Annals of Mathematics, 1940
Given a group g it is of some interest to decide which elements of g can be “told apart” by almost periodic functions of g or, which is the same thing (cf. below) by finite dimensional bounded linear representations of g. That is: For two a, b ∈ g we define a ~ b by either of these two properties: (I) For every almost periodic function f(x) in g
von Neumann, J., Wigner, Eugene P.
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Planelike minimizers in periodic media

Communications on Pure and Applied Mathematics, 2001
AbstractWe show that given an elliptic integrand 𝒥 in ℝd that is periodic under integer translations, and given any plane in ℝd, there is at least one minimizer of 𝒥 that remains at a bounded distance from this plane. This distance can be bounded uniformly on the planes.
Caffarelli, Luis A., de la Llave, Rafael
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Periods and Minimal Abelian Subvarieties

The Annals of Mathematics, 1993
In this text, the authors prove a very important albeit rather technical estimate on abelian subvarieties of a given abelian variety. More precisely, the situation is the following: let \(A\) be a polarized abelian variety defined over a number field \(k\), viewed as a subfield of the field of complex numbers \(\mathbb{C}\), and consider an element ...
Masser, David, Wüstholz, Gisbert
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