81. In The Neighborhood Of Mathematical Space (an Interview With Alexander V. Arhang quick, gestural pencil sketches; most of these also portray alexandroff, caught in AlexanderVladimirovich has evidently changed little over the past 25 years. http://at.yorku.ca/t/o/p/c/02.dir/1.htm

Back to the index page for this document. Next section In The Neighborhood of Mathematical Space (an interview with Alexander V. Arhangelskii), part 1, by Karen Shenfeld Alexander Vladimirovich Arhangel'skii walked briskly up a tree-lined avenue toward the tiered "Stalinist Gothic" towers of Moscow State University. "Topology," he said, slightly out of breath, "is the study of absolute nearness ... the absolute, infinite nearness of `a point' to `a set.' Consider, if you will, the present moment as a topologist would: it is, simply put, `a point' in time, which is infinitely near to `the set of all points' in the past, and infinitely near, without the slightest gap, to `the set of all points' in the future. A topologist can represent, with mathematical rigour, the essence of the present moment. He has only to recall the topological structure of `the real line.' " It seemed ironic that, even as he was speaking of the infinite nearness of points in time, the eminent Russian mathematician should be running 15 minutes late for the seminar he teaches at six o'clock on Monday evenings. An hour earlier, he had been standing at the door of his apartment, changing out of his slippers and into his oxfords, when the telephone had rung. An old friend was on the line, and Alexander Vladimirovich had sat down on a rickety wooden chair in the entrance hall for a chat. He might have cut the conversation short had he known that he would have to wait longer than usual for the Lomonosovskii-Prospekt bus.

82. A Books By Author - MIDI Classics Tim alexander. TexMex Accordion Practice Cassette with Cassette Tape ThumbnailAlexandroff. Elementary Concepts of Topology René Algesheimer. http://www.midi-classics.com/autha.htm

A Books by Author - MIDI Classics $20 Minimum Order A Author Index AC/DC AC/DC - Stiff Upper Lip AC/DC Anthology TAB AC/DC: Back in Black AC/DC: Ballbreaker ... Jam with AC/DC with Compact Disc Play Guitar with AC/DC with Compact Disc The Best of AC/DC Usher Abell Jazz Violin Solos Miguel Ablóniz Arpeggi per la mano destra SHEET Autori Moderni: 9 Contemporary Compositions SHEET Capriccio flamenco SHEET Esercizi essenziali mano sinis SHEET Handbook of Math Functions Zequinha Abreu Tico Tico SHEET Abrikosov Methods of Quantum Field Theory Achieser Theory of Approximation Rudolph Ackermann Neoclassical Ornamental Designs Eleanor Adam Ready-to-Use Illustrations Of Children At Play Ready-to-Use Reading And Writing Silhouettes Thomas Adam Wizoo Guide F/X with Compact Disc Adams Art Postcards from the Vienna Workshop Bryan Adams Into the Fire Reckless So Far So Good Waking Up the Neighbors Robert Train Adams Electronic Music Composition Alan Adler Science-Fiction and Horror Movie Posters in Full Color Samuel Adler Concerto for Guitar and Orchestra SHEET Sonata SHEET Adrosko Natural Dyes And Home Dyeing Aerosmith Aerosmith - Riff By Riff Best of Aerosmith for Guitar Aesop Fables of Aesop (Illus, by Calder)

83. Www.bib.fh-rhein-sieg.de/sisis/agkonverter190201/top2b/anfangp.txt Translate this page Paul S. 830( )alexandroff, Paul S. 830( )alexandroff, Pavel Sergeevi Sozialwissenschaftler(Bildungsforschung) 9999 010HP00008072 800Alexander, Helmut 830 http://www.bib.fh-rhein-sieg.de/sisis/agkonverter190201/top2b/anfangp.txt

KONV.PND: 010:HP00000004 800:bsTan-'dzin-rgya-mtsho 808:(a)PND 806:(a)1935- 830:( )Lama, Dalai 830:( )Dalai Lama 830:( )Tenzin Gyatso 830:( )Tenzin-Gyatso 830:( )Gyatso, Tenzin 830:( )Dalai-Lama 830:( )Dalai-Lama 830:( )Gyatsho, Tenzin 830:( )Gyatsho, Tenzin 830:( )Tendsin Gyatso 830:( )Tenzin Gayatso 830:( )Tenzin Gyatsho 830:( )Tenzin Gyatsho 830:( )Tenzin-Gyatsho 830:( )Ngawang Lobsang Yishey Tenzing Gyatso Dalai Lama

84. Antiquariat Renner - Searchengine / Suchmaschine des Menschen. mit Schutzumschlag. 12,. Euro. alexandroff, Pavel S. (1546), http://www.antiquar-renner.com/search.mv? showcat G

85. Antiquariat Renner - Searchengine / Suchmaschine Prentice-Hall (1962). Many fig. IX, 394. OCloth. 18,. Euro. alexandroff, http://www.antiquar-renner.com/search.mv? showcat C

86. Alexandroff Seminar On General Topology, History alexandroff supervised this seminar for a period of almost 60 years, until his AlexanderG. Yel'kin,; Ilia M. Leibo,; Vyacheslav I. Malykhin,; Mikhail V. Matveev,; http://mech.math.msu.su/~anyak/Alexandroff-seminar/history.htm

Alexandroff Seminar on General Topology History and General Information This seminar was the first regular meeting of developing Moscow topological school. It was organized in 1924 by Pavel S. Alexandroff and Pavel S. Urysohn. Starting from its first sessions, the most famous specialists in Topology and related fields participated in its work. Alexandroff supervised this seminar for a period of almost 60 years, until his death in 1982. In the period 1982-1983 the seminar was supervised by Yuri M. Smirnov. Since 1983 the seminar is supervised by Vitaly V. Fedorchuk , Head of Department of General Topology and Geometry of Moscow University. Nowadays this seminar, being the principal research seminar of Department of General Topology and Geometry, has actually grown from all-Moscow to all-Union scope, since it is frequently attended by scientists from different institutions of the Soviet Union (now Russia and CIS). Topologists from the World visiting Moscow do also take part in the seminar sessions and deliver lectures. The following Moscow topologists (beside the associates of the Department ) are active participants of the seminar: Alexander G. Yel'kin

87. The Princeton Mathematics Community In The 1930s (PMC42) I must have taken some topology. Tucker You took a course from Alexandroffin the spring term. I remember that. alexander was a little standoffish. http://libweb.princeton.edu/libraries/firestone/rbsc/finding_aids/mathoral/pmc42

The Princeton Mathematics Community in the 1930s Transcript Number 42 (PMC42) ROBERT WALKER (with ALBERT TUCKER) This is an interview on 12 July 1984 with Robert Walker of Pittsburgh. The interviewers are Albert Tucker and William Aspray, interviewing by telephone from Princeton. Tucker: Let's start with how it was that you came to Princeton. Walker: I was at what was then Carnegie-Tech; it's now Carnegie-Mellon. I was in engineering, but they had a special mathematics program. The head of that was a very smart, I mean intelligent, but not much trained mathematically, old German named Otto Geckeler, Otto T. Geckeler. He was known to the students as "Zero T". He was an irrascible German, but Lefschetz reminded me somewhat of him. Tucker: Oh yes. Walker: I got along with him very well indeed. I had no idea that there was such a thing as a professional mathematician when I went there. My idea of a mathematician was somebody who taught in high school. But he told me about the possibilities and encouraged me to go on to graduate work. And since I had been very much interested in geometry there, he strongly suggested Princeton. So my family put up enough money to carry me through the first year, even though I had no fellowship or anything. That was the way it worked. I had a little trouble getting into Princeton, as a matter of fact. I think that in those days old Dean West was kind of fussy about your background. He much preferred people with a more humanistic background, not these hardheaded engineers. I finally did make it in, and after that there was no great trouble.

88. Tree Climbing Louisa married an Artillery Officer, Colonel alexandroff. And Anette married Alexanderde Brelewitch, of the Russian Civil Service. Continued on next page. http://signup.pnc.com.au/~voyager/voyagerfiles/tree.htm

Tree Climbing Tree climbing - family tree climbing- can be a rewarding experience. There, waiting for you- in an old churchyard, in parish records, in Grandfather's oral history or in that bunch of letters you found up in the attic- is a genetic inheritance that goes back, generation upon generation, into the mists of time Each one of us is the sum of many parts. And how can we truly know ourselves if we know not from whence we came? I have long been fascinated by these unseen influences, these gifts from the past. And I am fortunate; a lot of digging into family history was done before I was born. Musty documents in cardboard boxes dot my childhood landscape, along with fading photographs and the occasionally embroidered remembrance by aged aunts. Exploring the past is an occupation I highly recommend; climbing the family tree can offer an enthralling view when you reach the upper branches. Here are a few of the more interesting folk whose genes I have inherited and who have, without ever knowing it, helped shape my life. It's a way, perhaps, of saluting them from a great distance, creating a memorial for them that would have been beyond their wildest imaginings. And if you think you're a part, however distant, of my extended family, I'd be delighted to hear from you and pass on all the information I have. CLEMENT DECK armorial bearings (Or, an annile azure between four thistles proper) granted in 1496. My (count 'em) great-great-great-great-great-great-great-great-great-great-great- great grandfather, on my mother's side. A descendent, in direct line, Jean (John) Deck came to England in 1725, died in 1761 and is buried in St James' Churchyard, St Edmundsbury. I know nothing about Clement or what he might have fashioned in gold for the king, but he probably looked something like this. Any French Decks out there?

89. Aleksandrov_Aleksandr Aleksandr Danilovic Aleksandrov. Born 4 Aug 1912 in Volyn, Ryazan, RussiaDied 27 July 1999. Click the picture above to see a larger version http://www-gap.dcs.st-and.ac.uk/~history/Mathematicians/Aleksandrov_Aleksandr.ht

Aleksandr Danilovic Aleksandrov Born: 4 Aug 1912 in Volyn, Ryazan, Russia Died: 27 July 1999 Click the picture above to see a larger version Show birthplace location Previous (Chronologically) Next Biographies Index Previous (Alphabetically) Next Main index Aleksandr Danilovic Aleksandrov 's father was the headmaster of a secondary school in St Petersburg and his mother was a teacher at the same school. In fact, although he was born in the village of Volyn, he lived in St Petersburg from a very young age. Of course this is not strictly true, since when Aleksandrov was two years old St Petersburg changed its name to Petrograd. Aleksandrov attended school in Petrograd but while he was at school the name of the city in which he lived changed yet again and so by the time he left school in 1928 it was a Leningrad school from which he graduated. When Aleksandrov left school he did not intend to study mathematics but rather his interests were in physics. Therefore when he entered Leningrad University in 1929 he set out on a theoretical physics course in the Faculty of Physics. In 1930, while still only 18 years of age, he began original work on optics in the Optics Institute. However Aleksandrov was taught mathematics in the Faculty of Physics by B N Delone Delone 's interests in the geometry of numbers and the structure of crystals soon began to attract Aleksandrov at least as much as his work in physics which was supervised by V A Fok.

90. Print Poster Parade Over 140,000 Famous (and Not So Famous) http://gallery4collectors.com/lieberman/lieberman1.asp

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