Popescu, M., Blunt, S.D., Chan, T.: Magnetoencephalography source localization using the source affine image reconstruction (SAFFIRE) algorithm. IEEE Trans. Biomed. Eng. 57(7), 1652-1662 (2010)M. Popescu, S.D. Blunt, and T. Chan, "Magnetoencephalography source lo...
Affine Transformation eines BildsMithilfe der Option Affine Transformation können Sie folgende Aufgaben durchführen Beseitigen von Verzerrungen in Luftaufnahmen, die durch die Neigung des Flugzeugs, Verzerrungen der Kamera oder die Unebenheit des Geländes entstanden sind. Sparen von Kosten ...
The model reference adaptive control synthesis problem for affine systems consisting of two subsystems is considered. The reference model specifies the desired state of output subsystem. The speed bi-gradient method to design continuous or sliding mode control algorithms with tunable manifold is proposed...
We call these geometries bi-affine geometries. They are of two types, according to whether the point and the hyperplane chosen are incident or not. We also prove that there are just three types of flag-transitive simply connected examples for the rank 4 case of the above diagram, namely ...
the two affine Yangians. In this paper we realize a similar (but non- isomorphic) two-parameter gluing construction where the gluing operators transform as ( , ) and ( , ) w.r.t. the two affine Yangians. The corresponding representation space consists of pairs of plane partitions connected ...
Quasiconformal planes with bi-Lipschitz pieces and extensions of almost affine maps DOI: 10.1016/j.aim.2015.02.008 Jonas Azzam,Matthew Badger,Tatiana Toro Full-Text Cite this paper Add to My Lib Abstract: A quasiplane $f(V)$ is the image of an $n$-dimensional Euclidean subspace $V$ of...
In this article, we give a simple explicit construction of an affine slice for the coadjoint action of a certain class of biparabolic (also called seaweed) subalgebras of a semisimple Lie algebra over an algebraically closed field of characteristic zero. In particular, this class includes all ...
In particular, all Lie bialgebra structures on $\\widetilde{sl_2(\\mathbb{C}_q)}$ are shown to be triangular coboundary. This result is obtained by employing some techniques, which may also work for more general extended affine Lie algebras, to prove the triviality of the first ...
Almost affine mapsExtension theoremsQuasiplanesRectifiable setsBig pieces of bi-Lipschitz imagesReifenberg flat setsJones beta numbersA quasiplane f (V) is the image of an n-dimensional Euclidean subspace V of R-N (1 <= n <= N - 1) under a quasiconformal map f : R-N -> R-N. We ...
In this case, weak compactness of C is equivalent to the G-FPP for the strengthened class of affine mappings that are uniformly bi-Lipschitz. We also introduce a generalized form of property (u), called property (su), and use it to prove that if X has property (su) then either C is...