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9783034803229

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Reviews

From the reviews: In the book under review the author concentrates on the Fredholm theory for (mainly linear) boundary value problems in unbounded domains. ... Both for a researcher in the field and for a mathematical research library, this is a must-have item. (Niels Jacob, The Mathematical Gazette, Vol. 98 (541), March, 2014) This very interesting book presents a systematic study of elliptic problems in unbounded domains of Rn. ... At the end of the book ... the author gives a comprehensive account of the large development of the elliptic theory from its birth in the XVIIIth century up to the present time. ... This historical account gives to the reader the full perspective on each topic as well as a complete and up-to-date bibliography. This is certainly an excellent starting point for any kind of further investigation. (Paolo Acquistapace, Mathematical Reviews, Issue 2012 g) The book is devoted to substantial and systematic presentation of the linear and nonlinear theory of elliptic partial differential equations in unbounded domains. ... The presentation of the results is mostly self-contained. Thus, the book can be recommended either for experts in the subject or for beginners. (Sergei V. Rogosin, Zentralblatt MATH, Vol. 1222, 2011)

From the reviews: “In the book under review the author concentrates on the Fredholm theory for (mainly linear) boundary value problems in unbounded domains. … Both for a researcher in the field and for a mathematical research library, this is a must-have item.” (Niels Jacob, The Mathematical Gazette, Vol. 98 (541), March, 2014) “This very interesting book presents a systematic study of elliptic problems in unbounded domains of Rn. … At the end of the book … the author gives a comprehensive account of the large development of the elliptic theory from its birth in the XVIIIth century up to the present time. … This historical account gives to the reader the full perspective on each topic as well as a complete and up-to-date bibliography. This is certainly an excellent starting point for any kind of further investigation.” (Paolo Acquistapace, Mathematical Reviews, Issue 2012 g) “The book is devoted to substantial and systematic presentation of the linear and nonlinear theory of elliptic partial differential equations in unbounded domains. … The presentation of the results is mostly self-contained. Thus, the book can be recommended either for experts in the subject or for beginners.” (Sergei V. Rogosin, Zentralblatt MATH, Vol. 1222, 2011)

From the reviews: This very interesting book presents a systematic study of elliptic problems in unbounded domains of Rn. ... At the end of the book ... the author gives a comprehensive account of the large development of the elliptic theory from its birth in the XVIIIth century up to the present time. ... This historical account gives to the reader the full perspective on each topic as well as a complete and up-to-date bibliography. This is certainly an excellent starting point for any kind of further investigation. (Paolo Acquistapace, Mathematical Reviews, Issue 2012 g) The book is devoted to substantial and systematic presentation of the linear and nonlinear theory of elliptic partial differential equations in unbounded domains. ... The presentation of the results is mostly self-contained. Thus, the book can be recommended either for experts in the subject or for beginners. (Sergei V. Rogosin, Zentralblatt MATH, Vol. 1222, 2011)

From the reviews: In the book under review the author concentrates on the Fredholm theory for (mainly linear) boundary value problems in unbounded domains. ... Both for a researcher in the field and for a mathematical research library, this is a must-have item. (Niels Jacob, The Mathematical Gazette, Vol. 98 (541), March, 2014) This very interesting book presents a systematic study of elliptic problems in unbounded domains of Rn. ... At the end of the book ... the author gives a comprehensive account of the large development of the elliptic theory from its birth in the XVIIIth century up to the present time. ... This historical account gives to the reader the full perspective on each topic as well as a complete and up-to-date bibliography. This is certainly an excellent starting point for any kind of further investigation. (Paolo Acquistapace, Mathematical Reviews, Issue 2012 g) The book is devoted to substantial and systematic presentation of the linear and nonlinear theory of elliptic partial differential equations in unbounded domains. ... The presentation of the results is mostly self-contained. Thus, the book can be recommended either for experts in the subject or for beginners. (Sergei V. Rogosin, Zentralblatt MATH, Vol. 1222, 2011)

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