In this paper we introduce the subclass T S λ p (µ, α, β, δ), 0 ≤ µ < 1, 0 ≤ α < 1, λ, β ≥ 0 of analytic functions with negative coefficients. This class is motivated by the study of Sudharsan et al. (2010). We obtain a coefficient characterization, growth and distortion theorems, closure theorem and a convolution result for functions in this class.
Suspected chyle leak during complex spine surgery A unique case of propofol infusion resulting in lipid emulsion pooling in the surgical field ABSTRACT The authors report a case of propofol infusion being mistaken for chyle during a two stage thoracic spinal fusion. Propofol is commonly used during spine surgery to facilitate neuromonitoring and there are… (More)
Zeidler are waiting for their running collegues to cross the finishing line. Photo: Henriette Blaesild Vuust p a g e 3 dual appointments, working and teaching part of their time at their 'home' Faculty and research center. Accordingly, this and future CFIN / MINDLab Annual Reports will feature researchers and projects from collaborating research centers,… (More)
A class of Salagean-type harmonic univalent functions is defined and investigated. Coefficient conditions, extreme points, distortion bounds, convex combination and radii of convexity for this class, are obtained.