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“Path integrals” is a book category centered on the path integral (or functional integral) approach to physics and applied mathematics, in which physical quantities are computed by summing over all possible histories of a system. It includes introductory and advanced texts on the Feynman formulation of quantum mechanics and quantum field theory, rigorous mathematical treatments of functional integration, and application-driven works in statistical mechanics, condensed matter, high-energy physics, and stochastic processes (e.g., via the Feynman–Kac formula), with extensions to chemistry and quantitative finance. Typical topics span semiclassical/saddle-point methods, instantons and tunneling, gauge theories and many-body systems, renormalization, lattice and Monte Carlo techniques, and numerical implementations. The category may also feature historical and pedagogical works, from classic expositions to modern monographs, serving advanced undergraduates through researchers as both learning resources and technical references.

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