Titlebook: Complex Convexity and Analytic Functionals; Mats Andersson,Ragnar Sigurdsson,Mikael Passare Book 2004 Springer Basel AG 2004 Pseudoconvexi

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Convexity in Real Projective Space,nt under projective mappings. In Section 1.1 we discuss very briefly conditions that characterize convexity in ?.. In Section 1.2 we introduce fundamental geometric concepts in real projective space ??. such as projective lines, projective hyperplanes and projective mappings. In Section 1.3 we defin

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,Analytic Functionals and the Fantappiè Transformation,ex set .. The main result is that the space . is isomorphic to ., so that each analytic functional can be identified with a holomorphic function on the dual complement .*. This isomorphism is realized by the Fantappiè transformation .. An important feature is that we consider analytic functionals in

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Analytic Solutions to Partial Differential Equations, main result in Section 4.1 is that any such operator is surjective if . is an open or compact ?-convex set and that every solution . of the homogeneous equation .(δ). = 0 is a locally uniform limit of exponential solutions. The Laplace transformation l of analytic functionate is the main tool for s

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Book 2011 attributes of their full-scale counterparts, being at the same time more agile and dexterous. This book presents a comprehensive and well justified analysis for designing flight controllers for small-scale unmanned helicopters guarantying flight stability and tracking accuracy. The design of the fl

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The Role of MicroRNA in Lung Cancer Drug Resistance and Targeted Therapy,ation of specific miRNA expression will break a new path for overcoming lung cancer resistance and the personalized therapy. Together, in this chapter we have discussed the current understanding of the role of miRNA on drug resistance, and the potential implications of miRNA in lung cancer targeted therapy.