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Rota Gian-carlo: more books (91)

Combinatorists: Donald Knuth, George Pólya, John Horton Conway, Srinivasa Ramanujan, Gian-Carlo Rota, James Stirling, W. T. Tutte
Ordinary Differential Equations by Garrett and Gian Carlo Rota Birkhoff, 1962
Stanislas Ulam: Sets, Numbers, and Universes (Mathematicians of Our Time)
George Pólya: Collected Papers, Volume 4: Probability; Combinatorics; Teaching and Learning in Mathematics (Mathematicians of Our Time) by George Pólya, 1984-09-04
Probability, Statistical Mechanics, and Number Theory: A Volume Dedicated to Mark Kac (Advances in Mathematics. Supplementary Studies, Vol 9)
Gian-Carlo Rota on Combinatorics: Introductory Papers and Commentaries (Contemporary Mathematicians)
The Mathematical Experience by Philip J. Davis, Reuben Hersh, 1982-05
Enumerative Combinatorics, Vol. 1 (Cambridge Studies in Advanced Mathematics) by Richard P. Stanley, 1997-04-13
A HISTORY OF COMPUTING IN THE TWENTIETH CENTURY A Collection of Essays by N, J Howlett and Gian-Carlo Rota (Editors) METROPOLIS, 1980
Matching theory: An introduction by Gian-Carlo Rota, 1971
Advances in Mathematics Volume 13 1974 by Gian Carlo Rota, 1974
Advances in Mathematics: Fasc.3 v. 2
Bulletin of the American Mathematical Society: Vol. 79, No. 4, July, 1973 by Gian-Carlo; et al; (eds.) Rota, 1973
Bulletin of the American Mathematical Society: Vol. 74, No. 5, September, 1968 by Gian-Carlo; et al; (eds.) Rota, 1968

lists with details

MIT Mathematics Professor Gian-Carlo Rota, Mathematician And
Massachusetts Institute of Technology professor giancarlo rota, an internationally gian-carlo rota almost single-handedly lifted the subject of
http://www.math.binghamton.edu/zaslav/Nytimes/ Science/ Math/ Obits/rota-mit-obi
Gian-Carlo Rota On Alonzo Church
giancarlo rota was born in Italy, where he went to school through the ninth gian-carlo rota. The present article is a draft for a chapter of a book
http://www.math.metu.edu.tr/~dpierce/mathematics/Church/rota.html

Extractions: source of text David Pierce home A Century of Mathematics in America, Part III, History of Mathematics, Volume 3, P. Duren, Ed., pp.223-236, American Mathematical Society, 1989. Gian-Carlo Rota was born in Italy, where he went to school through the ninth grade. He attended high school in Quito, Ecuador, and entered Princeton University as a freshman in 1950. Three years later, he graduated summa cum laude and went to Yale, where he received a Ph.D. in 1956 with a thesis in functional analysis under the direction ofJ. T. Schwartz. After a position at Harvard, in 1959 he moved to MIT, where he is now professor of mathematics and philosophy. He has made basic contributions to operator theory, ergodic theory, and combinatorics. The AMS recently honored him with a Steele Prize for his seminal work in algebraic combinatorics. He is a senior fellow of the Los Alamos National Laboratory and a member of the National Academy of Sciences. GIAN-CARLO ROTA The present article is a draft for a chapter of a book which the author is under contract to write for the Sloan science series.
Zaadz Quotes By Author - Gian-carlo Rota Quotes
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http://www.zaadz.com/quotes/authors/gian-carlo_rota/

Extractions: Rob Costlow Following dreams with music Friedrich Nietzsche said, âWithout music life would be a mistakeâ and Walt Disney once said, "If you can dream it, you can do it." Our own Rob Costlow is an example of following oneâs dreams. From melodies sweet and simple to the complex and symphonic, Rob delivers heartfelt and harmonious music that is both original and inspiring. Visit Rob's Website Listen to Rob's Music Grow With Us Join our community. Chat about life, philosophy and anything else you're in the mood for with a cool group of passionate people from around the world. Check out our boards today! Free Inspirational Newsletter Get inspired every morning. You'll dig it. Sign up for our free inspirational quote newsletters and join thousands who are waking up to their dose of wisdom every morning.
SS > NF Reviews > Gian-Carlo Rota
Search Web for giancarlo rota Google search Alta Vista search Garrett Birkhoff, gian-carlo rota. Ordinary Differential Equations 3rd edition.
http://www-users.cs.york.ac.uk/~susan/bib/nf/r/gincrlrt.htm
MIT Professor Gian-Carlo Rota, Mathematician And Philosopher, Is Dead At 66 - MI
Massachusetts Institute of Technology professor giancarlo rota, an internationally respected mathematician and philosopher and a dedicated and beloved
http://web.mit.edu/newsoffice/1999/rota.html

Extractions: Skip to content massachusetts institute of technology advanced search recent research campus by topic ... archives request images subscribe submit news promote news ... media inquiries news office info MIT background contact April 22, 1999 CAMBRIDGE, Mass. Massachusetts Institute of Technology professor Gian-Carlo Rota, an internationally respected mathematician and philosopher and a dedicated and beloved teacher, died of heart failure in his home earlier this week. He was 66. Dr. Rota apparently died in his sleep. He was found in bed in his night clothes on the afternoon of Monday, April 19, after failing to arrive in Philadelphia Sunday afternoon for a series of three lectures he was to give this week at Temple University. The cause of death was atherosclotic cardiovascular disease, according to the Middlesex County Medical Examiner. Dr. Rota was the only MIT faculty member ever to hold the title of Professor of Applied Mathematics and Philosophy. As a mathematician, he is credited with having transformed his specialty area, combinatorics which he described as "putting different colored marbles in different colored boxes, seeing how many ways you can divide them" from an insignificant field to one of the most important areas of mathematics today.
Alibris: Mark Kac
by rota, giancarlo, and Kac, Mark, and Schwartz, Jacob T. buy used from $29.70! 9. Analytic geometry and calculus more books like this
http://www.alibris.com/search/books/author/Kac, Mark
Gian-Carlo Rota
EDU Subject giancarlo rota Sender owner-math-fun@CS.Arizona.EDU With a heavy heart, I pass along the news gian-carlo rota died this weekend.
http://rtweb.math.kyoto-u.ac.jp/topics/gcrota.html

Extractions: Delivered-To: math-fun@optima.cs.arizona.edu From: Michael Kleber Date: Tue, 20 Apr 1999 11:38:36 -0400 (EDT) To: math-fun@CS.Arizona.EDU Subject: Gian-Carlo Rota Sender: owner-math-fun@CS.Arizona.EDU With a heavy heart, I pass along the news: Gian-Carlo Rota died this weekend. I just saw him on Friday afternoon. I thought it was a miracle: his office formerly piles of papers with just enough room left to walk to the desk or blackboard from the door was clean; he had had teams of students helping him go through and throw things away for weeks. He was sitting behind his desk talking with Richard Stanley, looking pleased with the world. But then, he was always one to look pleased with the world; it was his style. I'm still kind of in shock. Michael Kleber kleber@math.mit.edu Back to Home in Japanese Last Update : Wednesday, 21-Apr-1999 17:32:34 JST
Free Variable: A Weblog By Will Benton » Blog Archive » “Ten LessonsR
Ten lessons from giancarlo rota on a research career in mathematics (probably mostly applicable to computer science, too). Here s a b-side link
http://blog.willbenton.com/archive/2004/03/30/ten-lessons-from-gian-carlo-rota-o

Extractions: research compiler infrastructures redux Here's a b-side link: This entry was posted on Tuesday, March 30th, 2004 at 12:27:29 PM and is filed under B-Side . You can follow any responses to this entry through the RSS 2.0 feed. You can leave a response , or trackback from your own site. Name Mail (will not be published) Website powered by WordPress 1.5.1.3
Read This: Indiscrete Thoughts
Renowned mathematician giancarlo rota s book Indiscrete Thoughts is not about Indiscrete Thoughts, by gian-carlo rota, edited by Fabrizio Palombi.
http://www.maa.org/reviews/indiscthots.html

Extractions: edited by Fabrizio Palombi Renowned mathematician Gian-Carlo Rota's book Indiscrete Thoughts is not about mathematics. It is about mathematicians, the way they think, and the world in which they live. It is 260 pages of Rota calling it like he sees it, sandwiched in between two forwards, an introduction by the author himself, and an epilogue by the editor. Fabrizio Palombi begins his epiloque with the statement, "As the editor of this book, I feel it is my duty to remark on a number of glaring issues in the preceding text." Rota begins his introduction with the observation, "The truth offends." You are certainly given fair warning about what to expect from this book. The book consists of some twenty essays plus an additional chapter which gathers together various book reviews that Rota has scribed. Almost everything has appeared elsewhere, and each chapter can be read apart from the others. The book is divided into three sections Persons and Places Philosophy: A Minority View , and Readings and Comments which loosely tie the various essays together.
MATH-HISTORY-LIST Archives - April 1999
giancarlo rota (35 lines) From Samuel S. Kutler s-kutler@sjca.edu Date Wed, 21 Apr 1999 211340 +0200; gian-carlo rota (42 lines)
http://www.maa.org/scripts/WA.EXE?A1=ind9904&L=math-history-list
Interactive Mathematics Miscellany And Puzzles
Gian Carlo rota. Foreword Reuben Hersh. If you re about to buy this book, you re in for a treat. I first met gian-carlo in the late 70 s in Las Cruces,
http://www.cut-the-knot.org/books/indiscrete/foreword1.shtml

Extractions: Reuben Hersh If you're about to buy this book, you're in for a treat. I first met Gian-Carlo in the late 70's in Las Cruces, New Mexico. He was there to lecture on his mathematical specialty, combinatorics - how to count complicated finite sets, and extensions of that problem. I repeated inaccurately what I had heard from my honored mentor, Peter Lax of New York University. "A lecture by Rota is like a double martini!" It was true. Even to one innocent of combinatorics, his lectures were a delightful combination, both stimulating and relaxing. There are mathematicians who give great lectures, but write dull, ponderous books. There are some who write beautiful books and give dull lectures. (No names will be mentioned). Gian-Carlo gives brilliant lectures, and his writing is as good. He loves contradiction. He loves to shock. He loves to simultaneously entertain you and make you uncomfortable. His personal history is rare. He was born in Italy of an architect father who was a leading member of Mussolinis secret hit list. Educated first in Ecuador, then at Princeton and Yale. Started research in a "hot" specialty, functional analysis. Underwent an epiphany and conversion to discrete math-the hard-nosed, down-to-earth stuff-but done from the abstract, high level view point of functional analysis. Developed a major interest in the thought of Husserl, Heidegger and Sartre - phenomenology. With it, a distaste for "analytic philosophy," the ruling trend in Anglo-America.
Interactive Mathematics Miscellany And Puzzles
It is in this correlation, this in between, that giancarlo rota has developed his gian-carlo rota makes an analogous turn, complementing objective
http://www.cut-the-knot.org/books/indiscrete/foreword2.shtml

Extractions: Robert Sokolowski It is in this correlation, this "in between," that Gian-Carlo Rota has developed his own highly original and programmatic philosophy of mathematics. He draws especially but not exclusively on the phenomenological tradition. The point of Husserl's phenomenology, which was further developed by Heidegger, is that things do appear to us, and we in our consciousness are directed toward them: we are not locked in an isolated consciousness, nor are things mere ciphers that are essentially hidden from us. Rather, the mind finds its fulfillment in the presentation of things, and things are enhanced by the truth they display to us. The subjective is not "merely" subjective but presents objectivity to itself. Husserl's doctrine of the "intentionality" of consciousness breaks through the Cartesian straightjacket that has held so much of modern thought captive. Another principle in phenomenology is the fact that there are different regions of being, different "eidetic domains," as Rota calls them, and each has its own way of being given to us. Each region calls for a correlative form of thinking that lets the things in it manifest themselves: there are, for example, material objects, living things, human beings, emotional facts, social conventions, economic relationships, and political things, and there are also mathematical items, the domain that Rota has especially explored.
The Emil Grosswald Lectures
Temple University Department of Mathematics. The Emil Grosswald Lectures giancarlo rota. Massachusetts Institute of Technology
http://www.math.temple.edu/events/grosswald/rota.html

Extractions: Gian-Carlo Rota Massachusetts Institute of Technology will speak on Combinatorial Snapshots Lecture 1: The Umbral Calculus Lecture 2: A Chapter in Invariant Theory Lecture 3: Twenty-Five Years of Mobius Functions Monday, Tuesday, Wednesday, April 19,20,21, 1999 at 4:00 P.M. Buery Hall, Room 162 Tea will be served before the lectures at 3:30 P.M. in the lecture room Past Grosswald Lectures
Gian-Carlo Rota
The cause of death was ruled as artherosclerotic cardiac disease by the Middlesex County Medical Examiner.
http://www-tech.mit.edu/V119/N21/21rota.21n.html

Extractions: Internationally recognized mathematician and beloved professor, Gian-Carlo Rota died last weekend, apparently in his sleep. He was 66 years old. Rota was found Monday afternoon after he failed to arrive in Philadelphia Sunday afternoon, where he was to give a three-part lecture series at Temple University earlier this week. The cause of death was ruled as artherosclerotic cardiac disease by the Middlesex County Medical Examiner. Rota held appointments at MIT as professor both of applied mathematics and philosophy, the only MIT professor in history to do so. He taught several courses in both fields. As a mathematician, Rota helped lay the foundations for modern combinatorics and develop the field into a respected discipline within mathematics. Rota was also a philosopher working in the 20th century continental tradition of phenomenology. His most recent book Indiscrete Thoughts, published by Birkhauser has been nominated by the 1999 Edwin Goodwin Ballard Book Prize in phenomenology presented by the Society for Phenomenology and Existential Philosophy. A great teacher At MIT, however, Rota is probably best known as a great teacher.
Some Advice To Young Mathematical Biologists
Recently, I read the provocative book Indiscrete Thoughts by the wellknown mathematician gian-carlo rota 1, who just happens to have served as my
http://watson.hgen.pitt.edu/humor/advice.html

Extractions: by Kenneth Lange Recently, I read the provocative book Indiscrete Thoughts by the well-known mathematician Gian-Carlo Rota [1], who just happens to have served as my doctoral thesis advisor. Rota devotes chapters 18 and 19 of his book to giving practical career advice to mathematicians. I was so smitten by his writing that in preparing for this conference, I couldn't resist sharing his insights. Unfortunately, I got carried away and enlarged on his maxims by adding my own and some of the wonderfully dictatorial rules of composition of Strunk and White [2]. Taking charge of your education Get a broad undergraduate education in the sciences, emphasizing biology, chemistry, classical physics, applied mathematics, computer science, and statistics. Don't be inhibited about taking courses outside your major graduate department. Ignore the self-serving admonitions of most departments to the contrary. Take the minimum number of laboratory courses. You need to understand techniques, not master them. Enroll in medical school if strongly motivated. You'll get a good general education in human biology that will inform your judgment about worthy research problems.
Convegno Su Gian-Carlo Rota
Translate this page gian-carlo rota memorial conference. 25, 26, 27 aprile 2002 gian-carlo rota (1932-1999) è stato uno dei più grandi matematici della seconda metà del
http://xoomer.virgilio.it/maurocer/Convegni/Conv03.htm

Extractions: www.rota.org sine qua non for survival, the ineptness of the mathematical community in making the message of mathematics heard beyond their narrow confines is a forerunner of doom. Unless a resolute action is taken, mathematics risks to becoming a curiosity we will take our children to watch in a odd zoo, side by side with other relics of bygone ages like classical music, sonnets, oil painting, calligraphy and the classics. Sono previsti interventi di: Andrea Brini (Univ. di Bologna ), Henry Crapo (E.H.E.S.S. Parigi), Ottavio D'Antona (Univ. di Milano), Fabrizio Palombi (Univ. della Calabria), Giuseppe Pirillo (CNR, Firenze), Domenico Senato (Univ. della Basilicata), Bruno Simeone (Univ. di Roma La Sapienza) Mauro Cerasoli mceraso@tin.it
AIP Niels Bohr Library
J. Robert Oppenheimer ; by N. Metropolis, giancarlo rota, and David Sharp, editors. rota, gian-carlo, 1932-. Sharp, DH (David Howland), 1938-
http://www.aip.org/history/catalog/13236.html

Extractions: My List - Help Browse Books Archival Resources Archival Finding Aids Photos Browse FAQs Past Searches History Home Search: Author Subject Title Journal/Newspaper Title Series Computer File (Software) Title Video Title Refine Search AIP Niels Bohr Library Item Information Holdings More by this author Oppenheimer, J. Robert, 1904-1967. Subjects Science United States History. Philosophy. United States Politics and government 20th century. Browse Catalog by author: Oppenheimer, J. Robert, 1904-1967. by title: Uncommon sense / J. ... MARC Display Uncommon sense / J. Robert Oppenheimer ; by N. Metropolis, Gian-Carlo Rota, and David Sharp, editors. by Oppenheimer, J. Robert, 1904-1967. Call Number: N8 OPP:A Description: ix, 195 p. : ill. ; 25 cm. ISBN: Added Author: Metropolis, N. (Nicholas), 1915- Rota, Gian-Carlo, 1932- Sharp, D. H. (David Howland), 1938- Copy/Holding information Location Collection Call No. Status Niels Bohr Library Books General Collection N8 OPP:A In NBL
AIP Niels Bohr Library
of essays / edited by N. Metropolis, J. Howlett, giancarlo rota ; contributors, John Backus . Howlett, J. (Jack), 1912-. rota, gian-carlo, 1932-
http://www.aip.org/history/catalog/12887.html

Extractions: My List - Help Browse Books Archival Resources Archival Finding Aids Photos Browse FAQs Past Searches History Home Search: Author Subject Title Journal/Newspaper Title Series Computer File (Software) Title Video Title Refine Search AIP Niels Bohr Library Item Information Holdings More by this author International Research Conference on the History of Computing (1976 : Los Alamos Scientific Laboratory) Subjects Computers History Congresses. Electronic data processing History Congresses. Browse Catalog by author: International Research Conference on the History of Computing (1976 : Los Alamos Scientific Laboratory) by title: A history of computi... MARC Display A history of computing in the twentieth century : a collection of essays / edited by N. Metropolis, J. Howlett, Gian-Carlo Rota ; contributors, John Backus ... [et al.]. by International Research Conference on the History of Computing (1976 : Los Alamos Scientific Laboratory) New York : Academic Press, 1980. 1980. Call Number: KR INT Description: xix, 659 p. : ill. ; 24 cm.
Gian-Carlo Rota
Subliminal Nonsense how to apply to European universities, jokes and humour galore, great animated images, cool links and online games.
http://www.iolfree.ie/~alexandros/articles/lefschetz.htm

Extractions: No one who talked to Lefschetz failed to be struck by his rudeness. I met him one afternoon at tea, in the fall term of my first year at Princeton, in the Fine Hall common room. He asked me if I was a graduate student: after I answered in the negative, he turned his back and behaved as if I did not exist. In the spring term, he suddenly began to notice my presence. He even remembered my name, to my astonishment. At first, I felt flattered until (perhaps a year later) I realized that what he remembered was not me, but the fact that that I had an Italian name. He had the highest regard for the great Italian algebraic geometers, for Castelnuovo, Enriques, and Severi, who were slightly older than he was, and who were his equals in depth of thought as well as in sloppiness of argument. "You should have gone to school in Rome in the twenties. That was the Princeton of its time!" he told me. He was rude to everyone, even to the people who doled out funds in Washington and to mathematicians who were his equals. I recall, Lefschetz meeting Zariski, probably in 1957 (while Hironaka was already working on the proof of the resolution of singularities for algebraic varieties). After exchanging with Zariski warm and loud Jewish greetings (in Russian), he proceeded to proclaim loudly (in English) his skepticism on the possibility of resolving singularities for all algebraic varieties. "Ninety percent proved is zero percent proved!," he retorted to Zariski's protestations, as a conversation stopper. He had reacted similarly to several other previous attempts that he had to shoot down. Two years later he was proved wrong. However, he had the satisfaction of having been wrong only once.
Rota's 10 Lessons
At a conference held in honor of giancarlo rota this past April, rota delivered a presentation of advice for mathematicians young and old.
http://www.math.vt.edu/people/day/advice/YMN4_25.html

Extractions: An electronically distributed digest for discussions of the issues of concern to mathematicians at the beginning of their careers. At a conference held in honor of Gian-Carlo Rota this past April, Rota delivered a presentation of advice for mathematicians young and old. We're pleased to present a transcript that Rota submitted Emil Volcheck Allow me to begin by allaying one of your worries. I will not spend the next half hour thanking you for participating in this conference, or for your taking time away from your work in order to travel to Cambridge. And to allay another of your probable worries, let me hasten to add that you are not about to be subjected to a tale of past events, similar to the recollections that I have been publishing for some years, with a straight face and with an occasional embellishment of reality. Dirk Struik was right; a speaker should try to give his audience something they can take home with them. But what? Over the years, I have been collecting some random bits of advice that I keep repeating to myself, do's and don'ts of which I have been and will always be guilty. Some of you have been exposed to one or more of these tidbits. Collecting these items and presenting them in one speech may be one of the less obnoxious among options of equal presumptuousness. The advice we give others is the advice that we ourselves need. Since it is too late for me to learn these lessons, I will try to discharge my unfulfilled duty by dishing them out to you. They will be stated in order of increasing controversiality.

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