<p>Aspects of Lyme Borreliosis is a comprehensive scientific presentation of virtually all aspects of lyme borreliosis. It starts with a concise history of lyme borreliosis and its causative agent, Borrelia burgdorferi. The morphological and biological characteristics of B. burgdorferi are presented, followed by outlines on the ecology and histopathology of LB. The various aspects of the clinical manifestations of LB are systematically dealt with, starting with a clinical overview. A special chapter covers the microbiological diagnosis. After a presentation on the susceptibility of B. burgdorferi in vitro and in animals against a great variety of antibiotics, a thorough discussion on the treatment of LB including critical remarks follows. The book closes with a chapter on the epidemiology of LB.</p>

Aspects of Lyme Borreliosis

Medical Books

Weber, K.

Medicine

Springer, Verlag

This book contains the material from an introductory course on integration theory taught at ETH (the SwissFederal Institute ofTechnology) in Zurich. Students taking the course are in their third or fourth year of tertiary studies and therefore have had substantial prior exposure to mathematics. The course assumes some familiarity with the concepts presented in the preceding courses. Since this book is addressed to a wider audience and since different in stitutes have different programmes, the same assumptions cannot be made here. As explaining everything in detail would have resulted in a book of daunting dimensions, whose very size would discourage all but those of epic heroism and dedication, we have chosen a compromise: weexplain in detail in the text itself only those ideas which are essential to the development of the subject matter and we have appended a separate glossary of all def initions used, adding explanations and examples as needed. The reader is, however, expected to be familiar with the basic properties of the Riemann integral as well as with basic facts from point-set topology; the latter are especially needed for Chapter 5, 'Measures on Hausdorff Spaces'. We have chosen this course in order to preserve the character of an intro duction at an intermediate level, which should nevertheless be accessible to those with limited prior knowledge, who are willing to postpone questions on matters not central to the development of the theory.

Integration Theory (Chapman Hall/CRC Mathematics Series)

Science & Math

Experiments, Instruments & Measurement

Routledge

Dictionary for Young Canadians

Reference

Globe/Modern Curriculum Pr

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