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  Azrouel Dress

Total Mean Curvature and Submanifolds of Finite Type (Series in Pure Mathematics)


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Azrouel Dress

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The purpose of this book is to introduce the reader to two interesting topics in geometry which have developed over the last fifteen years, namely, total mean curvature and submanifolds of finite type. The theory of total mean curvature is the study of the integral of the n-th power of the mean curvature of a compact n-dimensional submanifold in a Euclidean m-space and its applications to other branches of mathematics. The relation of total mean curvature to analysis, geometry and topology are discussed in detail. Motivated from these studies, the author introduces and studies submanifolds of finite type in the last chapter. Some applications of such submanifolds are also given. This book is self-contained. The author hopes that the reader will be encouraged to pursue his studies beyond the confines of the present book.

Silver, metallic-blue and metallic-lavender silk-blend jacquard, graphic pattern, pleated ruffle along collar, long sleeves with button-fastening cuffs, buckle-fastening silver skinny belt, large pleated rosettes at hips, pleated ruffle around back, vent at back hem, fully lined. Concealed button fastenings through front. 58% silk, 37% metal, 5% polyester; lining: 92% polyester, 8% elastane. Dry clean. Zip and hook fastening at back. 100% silk. Specialist clean.