[324>US105]:10.19=[60x4+45] Taiwan Ident,KMT,ChinaMltry, R.LeFevre:Freedom, Cornish&UK. Mom's cold&med records. #1 Princeton Science. #2 Cambridge.

Taiwan Identity: http://tinyurl.com/abxe2 TaiwanKMT:China: http://tinyurl.com/at8j3 TaiwanJapanRule: http://tinyurl.com/bbssn TaiwanChinaOccp: http://tinyurl.com/b22d9 Taiwan Evaltion: http://tinyurl.com/aaew3 China:hitechMil: http://tinyurl.com/9paur R LeFevre:FREE: http://tinyurl.com/alpsh Saving Cornish: http://tinyurl.com/cltcr UK Integration? http://tinyurl.com/96rz9 ReligiousLbrty: http://tinyurl.com/7j5nf NOT efficiency: http://tinyurl.com/d5685 UK-US WarCrime: http://tinyurl.com/cn8su J Murtha:Leave: http://tinyurl.com/bfzpx RFiskUSMothers: http://tinyurl.com/azgxd Police State??: http://tinyurl.com/bytp3 SF Earthquake++: http://tinyurl.com/azv64 "Harry Potter"4: http://tinyurl.com/8ppoj Hopi Prophecies: http://tinyurl.com/ah3lz Fair cool mild warm: Up 6:30 then 8:50, Mei Costco food then cooks, I breakfast dental stright to lunch, while BookTV heavenly science from Princeton to UK Cambridge > #1 & 2 soon. Also interesting talk far beyond San Francisco earthquake: "A Crack in the Edge of the World : America and the Great California Earthquake of 1906", by Simon Winchester > up:"SF Earthquake++: http://tinyurl.com/azv64" Jun cut one branch of kaki. To Yungho, to o.h., mom another new cough cold, read about Bill-mailed ling-chih, mails, collect mom's medical records. To rental house getting grandma's signature, to home: all in, emails deleted from 11.18=5, start receving "Google Alert for: Chinese threats against Taiwan" evening. Jun is in tonight, with his computer then 1am to bed. Bed 1:35. #1.Princeton Science Trigangle's last angle: http://tinyurl.com/7jwzd > Philosophy: http://tinyurl.com/b2rtw "Incompleteness: The Proof and Paradox of Kurt Godel" (Great Discoveries) (Hardcover), by Rebecca Goldstein; W. W. Norton & Company (February, 2005): http://tinyurl.com/e44ql "" Amazon.com Kurt Gödel is often held up as an intellectual revolutionary whose incompleteness theorem helped tear down the notion that there was anything certain about the universe. Philosophy professor, novelist, and MacArthur Fellow Rebecca Goldstein reinterprets the evidence and restores to Gödel's famous idea the meaning he claimed he intended: that there is a mathematical truth--an objective certainty--underlying everything and existing independently of human thought. As an introduction to one of the three most profound scientific insights of the 20th century (the other two being Einstein's relativity and Heisenberg's uncertainty principle), Incompleteness is accessible, yet intellectually rigorous. Goldstein succeeds admirably in retiring inaccurate interpretations of Gödel's ideas. --Therese Littleton "" #2. UK Cambridge Scientist almost hidden, comparable to #1: http://tinyurl.com/8zmky "The Essential Turing", B.J. Copeland (Editor); Oxford University Press (September 30, 2002): http://tinyurl.com/8ftuj "" Synopsis Alan Turing, pioneer of computing and WWII codebreaker, is one of the most important and influential thinkers of the twentieth century. In this volume for the first time his key writings are made available to a broad, non-specialist readership. They make fascinating reading both in their own right and for their historic significance: contemporary computational theory, cognitive science, artificial intelligence, and artificial life all spring from this ground-breaking work, which is also rich in philosophical and logical insight. An introduction by leading Turing expert Jack Copeland provides the background and guides the reader through the selection. About Alan Turing Alan Turing FRS OBE, (1912-1954) studied mathematics at King's College, Cambridge. He was elected a Fellow of King's in March 1935, at the age of only 22. In the same year he invented the abstract computing machines - now known simply as Turing machines - on which all subsequent stored-program digital computers are modelled. During 1936-1938 Turing continued his studies, now at Princeton University. He completed a PhD in mathematical logic, analysing the notion of 'intuition' in mathematics and introducing the idea of oracular computation, now fundamental in mathematical recursion theory. An 'oracle' is an abstract device able to solve mathematical problems too difficult for the universal Turing machine. In the summer of 1938 Turing returned to his Fellowship at King's. ""