Sökning: "smooth functions"
Visar resultat 1 - 5 av 154 avhandlingar innehållade orden smooth functions.
1. A Study of Smooth Functions and Differential Equations on Fractals
Sammanfattning : In 1989 Jun Kigami made an analytic construction of a Laplacian on the Sierpiński gasket, a construction that he extended to post critically finite fractals. Since then, this field has evolved into a proper theory of analysis on fractals. The new results obtained in this thesis are all in the setting of Kigami's theory. LÄS MER
2. Transcriptome analysis on in vivo derived laser microbeam microdissected cells. Analysis of smooth muscle transcriptomes
Sammanfattning : Smooth muscle cells (SMCs) are found in the respiratory, urogenital, circulatory and digestive systems. They provide contractility and structural support for those organs and perform multiple physiological important functions, such as modulation of blood pressure, regulation of airway resistance, and control of gastrointestinal and genitourinary motility. LÄS MER
3. Regulation of the vascular smooth muscle cell phenotype
Sammanfattning : Smooth muscle cells (SMC) are present in many internal organs such as the blood vessels and the gastrointestinal channel. Their main functions are to provide stability to the tissue and to provide contractile capability. SMC are not terminally differentiated but can switch between several phenotypes, which is also known as phenotypic modulation. LÄS MER
4. The Maximum Principle for Cauchy-Riemann Functions and Hypocomplexity
Sammanfattning : This licentiate thesis contains results on the maximum principle forCauchy–Riemann functions (CR functions) on weakly 1-concave CRmanifolds and hypocomplexity of locally integrable structures. Themaximum principle does not hold true in general for smooth CR functions,and basic counterexamples can be constructed in the presenceof strictly pseudoconvex points. LÄS MER
5. Invariant Subspaces in Spaces of Analytic Functions
Sammanfattning : Let D be a finitely connected bounded domain with smooth boundary in the complex plane. We first study Banach spaces of analytic functions on D . The main result is a theorem which converts the study of hyperinvariant subspaces on multiply connected domains into the study of hyperinvariant subspaces on domains with fewer holes. LÄS MER