(美)J. Larry Jameson、(美)Leslie J. De Groot、(澳)David M. de Kretser、(美)Linda C. Giudice、(英)Ashley B. Grossman、(美)Shlomo Melmed、(美)John T. Potts, Jr.、(美) Gordo
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Ashley B. Grossman/ J. Larry Jameson/ Leslie J. De Groot
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Darryl J. Gless/ Barbara Herrnstein Smith (EDT)/ Stanley Eugene Fish (EDT)/ Fredric Jameson (EDT)
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Dennis L. Kasper, Anthony S. Fauci, Stephen L. Hauser, Dan L. Longo, J. Larry Jameson, Joseph Loscalzo原著
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Dennis L. Kasper/ Anthony S. Fauci/ Stephen L. Hauser/ Dan L. Longo/ J. Larry Jameson
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Endocrinology – with all the authority of Harrison’sFeaturing a superb compilation of chapters related to endocrinology that appear in Harrison’s Principles of Internal Medicine, Nineteenth Edition (
Endocrinology – as only HARRISON’S can cover itFeaturing a superb compilation of chapters on endocrinology that appear in Harrison’s Principles of Internal Medicine, Eighteenth Edition, this concise,
At first glance the prime numbers appear to be distributed in a very irregular way amongst the integers, but it is possible to produce a simple formula that tells us (in an approximate but well defined sense) how many primes we can expect to find that are less than any integer we might choose. The prime number theorem tells us what this formula is and it is indisputably one of the great classical theorems of mathematics. This textbook gives an introduction to the prime number theorem suitable for advanced undergraduates and beginning graduate students. The author's aim is to show the reader how the tools of analysis can be used in number theory to attack a 'real' problem, and it is based on his own experiences of teaching this material.
At first glance the prime numbers appear to be distributed in a very irregular way amongst the integers, but it is possible to produce a simple formula that tells us (in an approximate but well defined sense) how many primes we can expect to find that are less than any integer we might choose. The prime number theorem tells us what this formula is and it is indisputably one of the great classical theorems of mathematics. This textbook gives an introduction to the prime number theorem suitable for advanced undergraduates and beginning graduate students. The author's aim is to show the reader how the tools of analysis can be used in number theory to attack a 'real' problem, and it is based on his own experiences of teaching this material.
Nephrology and Acid-Base Disorders – as only Harrison’s can cover itFeaturing a superb compilation of chapters related to kidney function that appear in Harrison’s Principles of Internal Medicine, Eig
Nephrology and Acid-Base Disorders – with all the authority ofHarrison’sFeaturing a superb compilation of chapters related to nephrology and acid-base disorders that appear inHarrison’s Principl
This textbook is an introduction to the techniques of summing and nuclear norms. The author's aim is to present a clear and simple account of these ideas and to demonstrate the power of their application to a variety of Banach space questions. The style is expository and the only prerequisite is a beginner's course on Wormed linear spaces and a minimal knowledge of functional analysis. Thus, Dr Jameson is able to concentrate on important, central results and gives concrete and largely non-technical proofs, often supplying alternative proofs which both contribute something to the understanding. Final-year undergraduates and postgraduates in functional analysis will enjoy this introduction to the subject, and there are many examples and exercises throughout the text to help the reader and to demonstrate the range of application these techniques find. A list of references indicates the way for further reading.
