Applied Mathematics

Explores qualitative approaches to inverse scattering theory, focusing on nonlinear, ill-posed problems central to imaging and testing applications. It introduces key methods like the linear sampling and factorization methods, emphasizing reduced a priori information and recent advances, including the transmission eigenvalue problem and generalized linear sampling.

Traces the evolution of mathematical analysis from its unstable beginnings to a rigorous discipline, highlighting its development and applications across science and mathematics. Aimed at readers with some math background, it’s part of Oxford’s Very Short Introductions series, offering concise, engaging insights into complex topics.

Introduces prime numbers and the Riemann hypothesis in an accessible yet rigorous way. It combines clear explanations, computational graphics, and deeper mathematical insights, appealing to general readers and advanced scholars alike, and explores connections to Fourier analysis and the historical development of the hypothesis.

This authoritative single-volume reference introduces key concepts, methods, and applications in applied mathematics. With nearly 200 thematic entries by global experts, it covers modeling, simulation, major equations, and interdisciplinary connections—making it an essential, accessible resource for students, researchers, and professionals across disciplines.

Offers clear, reliable definitions of nearly 4,000 statistical terms, covering medical, theoretical, applied, and computational statistics. It includes software references, formulas, graphics, and biographies of key statisticians, making it a valuable resource for anyone working with data.

The 32nd edition of *CRC Standard Mathematical Tables and Formulae* offers over 6,000 entries, including updated tables, visual proofs, and new content from diverse fields like astrophysics and finance. With expanded topics and clear organization, it remains an essential reference for students and professionals in math and science.

A comprehensive, student-friendly reference with over 1,000 entries covering core math topics and their historical context. It includes illustrations, biographies, and essays, making complex concepts in areas like algebra, calculus, and logic accessible to high school and early college students.

Supplies validated reference information in 36 chapters on a wide selection of important mathematical functions, covering the properties necessary for their use in scientific applications, together with general accounts of the mathematical methods necessary for advanced work with the functions.