@inproceedings{55d05d24f3d342d3803eb89e442b8b91,

title = "Probability theory in statistical physics, percolation, and other random topics: The work of C. Newman",

abstract = "In the introduction to this volume, we discuss some of the highlights of the research career of Chuck Newman. This introduction is divided into two main sections, the first covering Chuck{\textquoteright}s work in statistical mechanics and the second his work in percolation theory, continuum scaling limits, and related topics.",

keywords = "Brownian web, CLE, Continuum scaling limit, Critical exponents, deBruijn–Newman constant, Deep quench, Edwards–Anderson model, First passage percolation, FK percolation, Fortuin–Kasteleyn, Ground states, Ising field theory, Lee–Yang theorem, Metastate, Nature vs. nurture, Normal fluctuations, Percolation, Pure states, Random cluster representation, Replica symmetry breaking, Riemann hypothesis, SLE, Spin glasses",

author = "Federico Camia and Stein, {Daniel L.}",

year = "2019",

doi = "10.1007/978-981-15-0294-1_1",

language = "English",

isbn = "9789811502934",

series = "Springer Proceedings in Mathematics and Statistics",

publisher = "Springer",

pages = "1--38",

editor = "Vladas Sidoravicius",

booktitle = "Sojourns in Probability Theory and Statistical Physics - I",

note = "International Conference on Probability Theory and Statistical Physics, 2016 ; Conference date: 25-03-2016 Through 27-03-2016",

}