Spectral representations for Schrödinger operators with long-range potentials

Author(s)

Bibliographic Information

Spectral representations for Schrödinger operators with long-range potentials

Yoshimi Saitō

（Lecture notes in mathematics, 727）

Springer-Verlag, 1979

  • : Berlin
  • : New York

Available at  / 82 libraries

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Note

Bibliography: P. [141]-144

Includes indexes

Description and Table of Contents

Volume

: New York ISBN 9780387095141

Description

Surgical Anatomy and Technique: A Pocket Manual, consistently places in the top 10 bestsellers for Springer. The third edition will ensure its continued place on the list. The authors know exactly what makes this book popular: expansive scope; concise descriptions of anatomy and technique; illustrations on nearly every page; and its compact, portable size. The challenge, then, is in the very careful selection of topics and the need to be restrained in spite of the many surgical innovations that beg to be included but that have not yet stood the test of time. Toward that end, the third edition of Surgical Anatomy and Technique includes a limited amount of new material: 3 vascular procedures (abdominal aortic aneurysm, femoropopliteal bypass, and carotid endarterectomy) and 2 gynecologic procedures commonly performed by general surgeons (hysterectomy and oopherectomy). In addition, all of the existing chapters will be updated to reflect current surgical approaches and instrumentation. Third-year medical students, surgical residents and practicing surgeons will find this handbook to be one of their most-frequently-used resources.

Table of Contents

Skin, scalp, and nail.- Neck.- Breast.- Abdominal wall and hernias.- Diaphragm.- Esophagus.- Stomach.- Duodenum.- Pancreas.- Small intestine.- Appendix.- Colon and anorectum.- Liver.- Extrahepatic biliary tract.- Spleen.- Adrenal glands.- Vascular system.- Uterus, tubes, and ovaries.- Carpal tunnel.- Microsurgical procedures
Volume

: Berlin ISBN 9783540095149

Table of Contents

Limiting absorption principle.- Asymptotic behavior of the radiative function.- Spectral representation.

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