Third edition of Ruel V. Churchill’s Operational Mathematics, published by McGraw-Hill Book Company in 1972. Copyright dates shown: 1958, 1972 by McGraw-Hill, Inc.; 1944 by McGraw-Hill, Inc.
Proceedings of the 21st Summer Research Institute of the Australian Mathematical Society, held at the University of Tasmania, Hobart, Australia, January 12–February 6, 1981. Edited by R. Lidi. Published as Contemporary Mathematics, volume 9. ISBN shown in the book: 0-8218-5009-1.
Collection of papers written in honour of Leopoldo Nachbin. Published as volume 34 of the North-Holland Mathematical Library. Includes bibliographical references. ISBN shown in the book: 0-444-87727-4.
Introductory textbook on combinatorial mathematics. First published by Oxford University Press in 1974; reprinted with corrections in 1979 and 1985. ISBN shown in the book: 0-19-859617-0.
This work outlines methods and experimental approaches for the investigation of mixed populations, especially in microbiological systems. It focuses on techniques used to detect, differentiate, and quantify multiple organisms co-existing within the same environment. The book likely emphasizes culture-based procedures, microscopy, and biochemical testing methods common to the 1970s. It serves as…
This book provides a comprehensive introduction to the theory and practice of time series analysis. It covers fundamental techniques and models used for analyzing data collected over time, including ARIMA models, forecasting methods, spectral analysis, linear systems, state-space models, and the Kalman filter. It is designed as an accessible textbook for undergraduate and postgraduate students,…
This book presents a conceptual journey from the classical Pythagorean theorem through vector geometry to key ideas of Einstein’s special theory of relativity. Friedrichs emphasizes geometric reasoning to connect algebra, mechanics, and relativistic physics, making advanced physical ideas accessible through carefully developed mathematical foundations. The work bridges ancient geometry and mo…
Concise problem-oriented introduction to analysis and topology, designed for undergraduate students, focusing on foundational concepts and exercises.