Adrenal 17-hydroxycorticosteroid (17-OHCS) secretion was followed after injection of tetramethylammonium or potassium chloride. In unanesthetized dogs the adrenal venous blood was collected by a modification of the method of Satake and his co-workers and was analyzed for 17-OHCS by the method of Nelson and Samuels. The 17-OHCS secretion rate before injection was 0.03 0.29 ƒÊg/kg/min. After inje...

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Lie algebra involutions and their fixed-point subalgebras give rise to symmetric spaces real forms of complex algebras, are well-studied in the context symmetrizable Kac-Moody algebras. In this paper we study a generalization. Namely, introduce concept pseudo-involution, an automorphism which is only required act involutively on stable Cartan subalgebra, pseudo-fixed-point natural substitute fo...

Recent papers by Markman and O’Grady give, besides their main results on the Hodge conjecture hyperkähler varieties, surprising explicit descriptions of families abelian fourfolds Weil type with trivial discriminant. They also provide a new perspective well-known fact that these varieties are Kuga Satake for certain weight two structures rank six. In this paper we give pedestrian introduction t...

1 Starting from a maximum-entropy model of granular statics, this brief note explores a possible material instability in the form of a ”stress localization” anticipated in previous work (Goddard, 2002). After a brief review of the maximum-entropy model, it is shown that a special case allows for non-convex pressure-volume response of a kind that could lead to heterogeneous stress states in an i...

Let σ be an involution of a complex semisimple Lie algebra g and = 0 ⊕ 1 the related Z 2 -grading. We study relations between nilpotent G -orbits in respective . If e ∈ is { , h f } ⊂ sl -triple, then element yields -grading Our main tool combined × which called mixed grading. prove, particular, that if regular weighted Dynkin diagram D ( ) has only isolated zeros. It also shown ⋅ ∩ ≠ ∅ Satake ...

We give cases in which nearby cycles commute with pushforward from sheaves on the moduli stack of shtukas to a product curves over finite field. The proof systematically uses property that taking Satake Beilinson–Drinfeld Grassmannian parahoric reduction is central functor together ‘Zorro's lemma’ argument similar Xue [ Smoothness cohomology stacks , Preprint (2020), arXiv:2012.12833]. As an ap...

although elzaki transform is stronger than sumudu and laplace transforms to solve the ordinary differential equations withnon-constant coefficients, but this method does not lead to finding the answer of some differential equations. in this paper, a method is introduced to find that a differential equation by elzaki transform can be ‎solved?‎