An introduction to differential geometry, with use of the tensor calculus. 6th edition. - Princeton University Press, 1947. - (Princeton Mathematical series).
A primer on mapping class groups. - Princeton University Press, 2012. - (Princeton Mathematical series; 49).
Topics in ergodic theory. - Princeton University Press, 1994. - (Princeton Mathematical series; 44).
Harmonic analysis : real-variable methods, orthogonality, and oscillatory integrals. - Princeton University Press, 1993. - (Princeton Mathematical series; 43).
The global nonlinear stability of the Minkowski space. - Princeton University Press, 1993. - (Princeton Mathematical series; 41).
Spin geometry. Second printing with errata. - Princeton University Press, 1994. - (Princeton Mathematical series; 38).
Foundations of algebraic analysis. - Princeton University Press, 1986. - (Princeton Mathematical series; 37).
Representation theory of semi-simple groups - An overview based on examples. - Princeton University Press, 1986. - (Princeton Mathematical series; 36).
Three-dimensional geometry and topology. Volume 1. - Princeton University Press, 1997. - (Princeton Mathematical series; 35).
Pseudodifferential operators. - Princeton University Press, 1981. - (Princeton Mathematical series; 34).
Etale cohomology. - Princeton University Press, 1980. - (Princeton Mathematical series; 33).
Introduction to Fourier analysis on euclidean spaces. - Princeton University Press, 1971. - (Princeton Mathematical series; 32).
Singular integrals and differentiability properties of functions. - Princeton University Press, 1970. - (Princeton Mathematical series; 30).
Global analysis, papers in honor of K. Kodaira. - Princeton University Press, 1969. - (Princeton Mathematical series; 29).
Convex analysis. - Princeton University Press, 1970. - (Princeton Mathematical series; 28).
Riemann surfaces. - Princeton University Press, 1960. - (Princeton Mathematical series; 26).
Analytic Functions. - Princeton University Press, 1960. - (Princeton Mathematical series; 24).
Qualitative theory of differential equations. - Princeton University Press, 1960. - (Princeton Mathematical series; 22).
Geometric integration theory. - Princeton University Press, 1957. - (Princeton Mathematical series; 21).
Homological algebra. - Princeton University Press, 1956. - (Princeton Mathematical series; 19).
Introduction to mathematical logic Vol.1. Second edition. - Princeton University Press, 1956. - (Princeton Mathematical series; 17).
Foundations of algebraic topology. - Princeton University Press, 1952. - (Princeton Mathematical series; 15).
The topology of fibre bundles. - Princeton University Press, 1951. - (Princeton Mathematical series; 14).
Algebraic curves. - Princeton University Press, 1950. - (Princeton Mathematical series; 13).
Introduction to topology. - Princeton University Press, 1949. - (Princeton Mathematical series; 11).
Several complex variables. - Princeton University Press, 1948. - (Princeton Mathematical series; 10).
Mathematical methods of statistics. 10th edition. - Princeton University Press, 1963. - (Princeton Mathematical series; 9).
Mathematical methods of statistics. - Princeton University Press, 1951. - (Princeton Mathematical series; 9).
Theory of Lie groups I. - Princeton University Press, 1946. - (Princeton Mathematical series; 8).
Integration. - Princeton University Press, 1944. - (Princeton Mathematical series; 7).
The Laplace transform. - Princeton University Press, 1946. - (Princeton Mathematical series; 6).
The analytical foundations of celestial mechanics. Second edition. - Princeton University Press, 1947. - (Princeton Mathematical series; 5).
The analytical foundations of celestial mechanics. - Princeton University Press, 1941. - (Princeton Mathematical series; 5).
The classical groups, their invariants and representations. 2nd edition. - Princeton University Press, 1946. - (Princeton Mathematical series; 1).