This section provides a list of volumes in the Lecture Notes in Mathematics series, published by Springer-Verlag, covering various topics in mathematics from 1976 to 1979. Each volume includes details such as the editors, title, number of pages, and publication year. The volumes cover a wide range of subjects, including short wave radiation problems, Feynman path integrals, ergodic theory, probability in Banach spaces, Chevalley groups, random fields, and more. The section also includes a specific volume, "Ergodic Theory," edited by M. Denker and K. Jacobs, which contains proceedings from a conference held in Oberwolfach, Germany, in June 1978. The conference brought together mathematicians from various countries to present recent research and significant results in ergodic theory. The volume includes contributions from participants such as J. Aaronson, W. Parry, K. Petersen, D. Pinchon, K. Schmidt, F. Schweiger, M. Thaler, and others, covering topics like categories of ergodicity, information obstruction, the Lorenz attractor, unique ergodicity, and ergodic properties of real transformations.This section provides a list of volumes in the Lecture Notes in Mathematics series, published by Springer-Verlag, covering various topics in mathematics from 1976 to 1979. Each volume includes details such as the editors, title, number of pages, and publication year. The volumes cover a wide range of subjects, including short wave radiation problems, Feynman path integrals, ergodic theory, probability in Banach spaces, Chevalley groups, random fields, and more. The section also includes a specific volume, "Ergodic Theory," edited by M. Denker and K. Jacobs, which contains proceedings from a conference held in Oberwolfach, Germany, in June 1978. The conference brought together mathematicians from various countries to present recent research and significant results in ergodic theory. The volume includes contributions from participants such as J. Aaronson, W. Parry, K. Petersen, D. Pinchon, K. Schmidt, F. Schweiger, M. Thaler, and others, covering topics like categories of ergodicity, information obstruction, the Lorenz attractor, unique ergodicity, and ergodic properties of real transformations.