Reconstruction of Macroscopic Maxwell Equations

Introduction.- New Form of Macroscopic Maxwell Equations.- Dicussions of the New Result.- Further Considerations.- Mathematical Details and Additional Physics.

Brief Biography of Kikuo Cho
Prof. Dr. Kikuo Cho was born in 1940 in Japan. He got his PhD in 1970 from Tokyo University for the theoretical study of optical line shapes of alkali-halide phosphors. He was research assistant at the Institute for Solid State Physics of Tokyo University from 1966 to 1971, studying the optical properties of impurity centers and excitons in non-metallic crystals.  Then he spent 5 years and a half in Europe, as visiting Professor at Stuttgart University for 1971-72, as reseach associate at the University of Strasbourg for 1972-73, and as visiting researcher at Institut fuer Festkoerperforschung in Stuttgart for 1973-76.  During this period, he had strongly collaborated with experimental groups, which resulted in the book "Excitons" (Springer Verlag, Topics in Current Physics 14). In 1977 he became associate Professor of solid state theory at Osaka University and full professor in 1991. In the latter half of this period his main activity ison the construction of microscopic nonlocal response theory ("Optical Response of Nanostructures", Springer Verlag, series Solid State Science).  After retirement in 2004, he became Professor Emeritus of Osaka University. In the years 2006 - 2010 he was Fellow of Toyota Physical and Chemical  Research Institute, and devoted himself to the logically complete reformulation of macroscopic Maxwell equations based on his own microscopic nonlocal response theory. It resulted in the book, "Reconstruction of macroscopic Maxwell equations" (Springer Tracts in Modern Physics, 2010). Since 2015 July he is a member of the council of Toyota Physical and Chemical Research Institute.   

"This book makes for interesting reading, offering new ideas to both professional researchers as well as graduate students in the field of electromagnetism in various media." (Vladimir Cadez, zbMATH 1421.78001, 2019)