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1. The Differential Calculus 2. Coordinate or Analytical Geometry 3. Functions with Singular Properties 4. The Integral Calculus 5. Infinite Series and Their Uses 6. How to Solve Numerical Equations 7. How to Solve Differential Equations 8. Fourier’s Theorem 9. Probability and the Theory of Errors 10. The Calculus of Variations 11. Determinants 12. Collection of Formulae for Reference 13. Reference Tables
Higher Mathematics for Students of Chemistry and Physics by J.W. Mellor is a foundational classic that connects formal mathematical theory with real-world laboratory applications. Engineered specifically for undergraduate physical scientists, this comprehensive reference serves as an outstanding manual for applied mathematical physical chemistry integration practice. The volume systematically details differential calculus, integral equations, infinite series, coordinate geometry, differential equations, and error analysis. By illustrating analytical theorems through actual chemical reaction kinetics and thermodynamic equilibrium calculations, Mellor enables readers to execute essential physical science calculus solution derivations with complete conceptual clarity. Universally praised for its practical approach and pedagogical rigor, this enduring textbook remains an invaluable resource for self-directed technical study. Mellor’s structured guidance equips science scholars with exact analytical tools required for mastering applied chemistry physics mathematical modeling across interdisciplinary laboratory research.
Title: Higher Math for Students of Chemistry & Physics by Joseph Mellor Publisher: Green and Co. Year: 1922 Pages: 672 Type: PDF Language: English ISBN-10 #: 1602065691 ISBN-13 #: 978-1602065697 License: Public Domain Work Amazon: Amazon
The author Joseph William Mellor (1869–1938) was an eminent English chemist and Fellow of the Royal Society (FRS), world-renowned for his monumental work in inorganic chemistry and ceramics. His encyclopedic contributions established foundational standards across chemical literature. Recognized for bridging rigorous calculus with practical experimental science, Dr. Mellor authored definitive texts that remain essential references for educators seeking applied physical science mathematical study materials.
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