Peter Mazur was born on 11 December 1922 in Vienna, Austria. His father, Karl Georg Mazur, a businessman, and mother, Anna Zula Lecker, frequently moved during Mazur's youth. In 1931 the family left for Berlin, where Mazur attended the Franzősisches Gymnasium. Two years later the family left Germany to escape the growing threat of National Socialism. After spending one year in Switzerland they moved to Paris where Mazur attended the Lycée Janson de Sailly. In 1939 Mazur moved to The Hague in the Netherlands, but in 1940 the occupying Nazis no longer permitted Jews to live near the seacoast and the family moved to Zeist. In 1942 Mazur and his family went into hiding and he spent three years on various farms in the Dutch countryside. One month after the liberation of the Netherlands at the end of World War II, Mazur was reunited with his parents.
Education
After the end of the war, Mazur studied Chemistry at the University of Utrecht in the Netherlands. In 1951, Mazur obtained his doctorate under the direction of Sybren de Groot with a thesis entitled, "Thermodynamics of Transport Phenomena in Liquid Helium-2". The results were in good agreement with experiments done at the Kamerlingh Onnes Laboratory in Leiden, the Netherlands.
In his first years at Leiden University, Mazur studied the classical and quantum molecular foundations of non-equilibrium thermodynamics. Significant results included the derivation of the Langevin equation with Irwin Oppenheim and the classic paper on harmonic oscillator systems by George Ford, Mark Kac, and Mazur, which was published in the Journal of Mathematical Physics. Mazur's work in the 1950s and 1960s culminated in the publication of Nonequilibrium Thermodynamics, written by de Groot and Mazur. This book, translated into several languages, became a classic in the field and was later republished as a series of classic monographs. Mazur's work in subsequent years addressed a variety of problems in statistical mechanics. He had a good nose for problems ripe to be investigated. To describe diffusion of large particles in fluids, he introduced, together with Dick Bedeaux, the concept of induced forces in 1974. This concept was used to derive generalizations of Faxén's theorem and to develop a theory for the viscosity of a suspension. In 1976, Mazur, with Bedeaux and Alfonso Albano, gave the first systematic formulation of nonequilibrium thermodynamics for surfaces. This formulation opened a new field, which is still in active development. And Mazur, Wim van Saarloos, and Carlo Beenakker developed an algebraic method around 1982 to successfully describe hydrodynamic interactions between arbitrary numbers of particles using induced forces. This was a breakthrough in the field. After retiring in 1988, Mazur remained active. In 1991, he derived, with Bedeaux, the Langevin equation for a Brownian particle using only causality and time reversal invariance. From 1994 to 2000, Mazur, together with J. Miguel Rubi, used the method of internal degrees of freedom to describe fluctuations in the context of nonequilibrium thermodynamics. In 2001, he and Bedeaux developed nonequilibrium thermodynamics for quantum systems.