In our 14th issue we have robots that are really something else, a woman who thinks God is on her side, a new story with Native American gunfighter Lone Crow, some little green men-lots of them actually, and a big scorpion. Plus our dinosaur columnist and we review something new and something old. Featuring stories by Sam Knight, Henry Ram, Joel Jenkins, J. A. Campbell, David Boop and more.
Welcome to Dry Gulch, Colorado. The year is 1881 or so, the gold mine has played out, but there's talk some company from back east is supposedly putting in a zinc mine near town. Folks are friendly in Dry Gulch. Don't forget to stop by the bakery for a loaf of sourdough bread from Miss Wendy's secret recipe, then wet your whistle in the saloon next door. Just be sure to tip that piano player. You can get your prospecting supplies from the Dry Goods Store. And you can catch up on Mrs. Duncan's cat in the pages of the Gazette. Keep an eye out for Henry, the town drunk. He likes to tell folks about the ghosts he sees, if you buy him a drink.Dry Gulch is easy to get to. Just saddle up and take a ride out to the weird, weird west.
The Book of Enoch is an ancient Jewish religious work, ascribed by tradition to Enoch, the great-grandfather of Noah, although modern scholars estimate the older sections (mainly in the Book of the Watchers) to date from about 300 BC, and the latest part (Book of Parables) probably to the end of the first century BC. It is not part of the biblical canon as used by Jews, apart from Beta Israel. Most Christian denominations and traditions may accept the Books of Enoch as having some historical or theological interest or significance, but they generally regard the Books of Enoch as non-canonical or non-inspired. It is regarded as canonical by the Ethiopian Orthodox Tewahedo Church and Eritrean Orthodox Tewahedo Church, but not by any other Christian group. It is wholly extant only in the Ge'ez language, with Aramaic fragments from the Dead Sea Scrolls and a few Greek and Latin fragments.
In the Fall of 1975 we started a joint project with the ultimate goal of topo logically classifying real algebraic sets. This has been a long happy collaboration (c.f., [K2)). In 1985 while visiting M.S.R.1. we organized and presented our classification results up to that point in the M.S.R.1. preprint series [AK14] -[AK17]. Since these results are interdependent and require some prerequisites as well as familiarity with real algebraic geometry, we decided to make them self contained by presenting them as a part of a book in real algebraic geometry. Even though we have not arrived to our final goal yet we feel that it is time to introduce them in a self contained coherent version and demonstrate their use by giving some applications. Chapter I gives the overview of the classification program. Chapter II has all the necessary background for the rest of the book, which therefore can be used as a course in real algebraic geometry. It starts with the elementary properties of real algebraic sets and ends with the recent solution of the Nash Conjecture. Chapter III and Chapter IV develop the theory of resolution towers. Resolution towers are basic topologically defined objects generalizing the notion of manifold.
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