Logarithmically slow domain growth in nonrandomly frustrated systems---   A summary of the major results
  Here, we summarize the most important results of our study of logarithmically slow growth of domains following a quench in two models without randomness in their Hamiltonians.   This is a slightly updated version of a paper to appear in the Proceedings of the 1st Annual Tohwa University International Symposium, Fukuoka, Japan (American Institute of Physics, 1992). It is meant to serve as a brief summary of cond-mat/9204015 for those who do not wish to read all the details contained therein (and don't want to hassle with 2 MBytes of tex/ps files). 
Joel D. Shore, James P. Sethna, Mark Holzer, and Veit Elser