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The editor has incorporated scientific contributions from a diverse group of leading researchers in the field of hematology and related blood cell research. This book aims to provide an overview of current knowledge pertaining to our understanding of hematology. The main subject areas will include blood cell morphology and function, the pathophysiology and genetics of hematological disorders and malignancies, blood testing and typing, and the processes governing hematopoiesis. Blood cell physiology, biochemistry and blood flow are covered in this book. This text is designed for hematologists, pathologists and laboratory staff in training and in practice. The work presented in this book will be of benefit to medical students and to researchers of hematology and blood flow in the microcirculation.This book is written primarily for those who have some knowledge of chemistry, biochemistry and general hematology. The authors of each section bring a strong clinical emphasis to the book.

Blood cells. --- Blood --- Blood corpuscles --- Corpuscles, Blood --- Haemocytes --- Hemic cells --- Hemocytes --- Cells --- Corpuscles and platelets --- Haematology

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The editor has incorporated contributions from a diverse group of leading researchers in the field of differential equations. This book aims to provide an overview of the current knowledge in the field of differential equations. The main subject areas are divided into general theory and applications. These include fixed point approach to solution existence of differential equations, existence theory of differential equations of arbitrary order, topological methods in the theory of ordinary differential equations, impulsive fractional differential equations with finite delay and integral boundary conditions, an extension of Massera's theorem for n-dimensional stochastic differential equations, phase portraits of cubic dynamic systems in a Poincare circle, differential equations arising from the three-variable Hermite polynomials and computation of their zeros and reproducing kernel method for differential equations. Applications include local discontinuous Galerkin method for nonlinear Ginzburg-Landau equation, general function method in transport boundary value problems of theory of elasticity and solution of nonlinear partial differential equations by new Laplace variational iteration method. Existence/uniqueness theory of differential equations is presented in this book with applications that will be of benefit to mathematicians, applied mathematicians and researchers in the field. The book is written primarily for those who have some knowledge of differential equations and mathematical analysis. The authors of each section bring a strong emphasis on theoretical foundations to the book.

Differential equations. --- 517.91 Differential equations --- Differential equations --- Physical Sciences --- Engineering and Technology --- Mathematics --- Analysis & Calculus