We show that there exists an infinite family of pairwise non-isotopic Legendrian knots in the standard contact 3-sphere whose Stein traces are equivalent. This is first example such phenomenon. Different constructions developed article, including a annulus twist, explicit Weinstein handlebody equivalences, and discussion on dualizable patterns setting. These can be used to systematically constr...

We study the generalization of quasipositive links from three-sphere to arbitrary closed, orientable three-manifolds. Our main result shows that boundary any smooth, properly embedded complex curve in a Stein domain is link. This generalizes due Boileau and Orevkov, it provides first half topological characterization three-manifolds which bound curves filling. arguments replace pseudoholomorphi...

From the Jules Stein Eye Institute, Department of Anatomy, and Department of Pathology*, University of California School of Medicine, Los Angeles, California. Supported by USPHS EY-00444; USPHS EY-OO331; USPHS 5 T32 CAO9O3O; Bioscience Foundation Predoctoral Traineeship; J & E Bamburger Fellowship. Submitted for publication: June 3, 1983. Reprint requests: Michael T. Matthes, Jules Stein Eye In...

Prehospital Intubation: Further Confounders in Trial Results Iqbal Sayeed, Fahim Atif, Claudia Espinosa-Garcia, Bushra Wali, Nefize Turan, Seema Yousuf & Donald G. Stein To cite this article: Iqbal Sayeed, Fahim Atif, Claudia Espinosa-Garcia, Bushra Wali, Nefize Turan, Seema Yousuf & Donald G. Stein (2018): Prehospital Intubation: Further Confounders in Trial Results, Prehospital Emergency Care...