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Eureka 44 Eureka 44 (Spring 1984)
EUREKAJOURNAL OF THE
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| EDITORS: | |
|---|---|
| N. Boston | Harvard University formerly Trinity College Cambridge |
| C.J. Budd | St. John's College Oxford formerly St. John's College Cambridge |
| P. Taylor | Trinity College Cambridge |
| BUSINESS MANAGER: | |
|---|---|
| R. A. S. Chao | Wolfson College Cambridge formerly Caius College Cambridge |
| CORRESPONDENCE: (Clearly marked "Editor" or "Business Manager") |
The Arts School Bene't Street CAMBRIDGE CB2 3PY England |
| Editorial and Acknowledgements | C. J. Budd 2 |
| The Society | M. I. Tingley 3 |
| The puzzles of Lewis Carroll | R. Sabey 4 |
| Chromatic Polynomials | D. R. Woodall 8 |
| Problems Drive | C. D. W. Feather & P. Taylor 13 |
| Egoritchev's proof of van der Waerden's conjecture | B. Bollobás 16 |
| Voidology Theory | W. J. R. Mitchell 25 |
| Quantum Gravity | G. W. Gibbons 30 |
| A construction for Geometrical Optics | P. Taylor 36 |
| Euclid's Algorithm - since Euclid | P. M. Cohn 39 |
| Are you a Pure Mathematician? | C. J. Budd 46 |
| The decline and fall of Euclid | D. Haskell 51 |
| Sampled Functions | C. J. Budd 58 |
| The uniqueness of the Quaternions | P. Taylor 63 |
| A new operation? | N. Boston 69 |
| Answers to problems drive | 71 |
Reproduced from Eureka 44.
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| 13/10/08: Eureka Vol.59 will come out soon! 12/10/08: Bookshop will open soon! |
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| Monday 1st December, 19:15 for pre-drink and 20:00 for meal: Dome at Murray Edwards College (New Hall) Science Christmas Dinner Dress Code: Black Tie Ticket Price: Members £21 non-drinker / £24.50 drinker Non-members £24 non-drinker / £27.5 drinker To reserve a place, please sign up online by Wednesday 19th [contd.] Friday 21st November, 5:30 - 6:30 pm: CMS MR5 Seminars for Undergraduates GEOMETRY WITHOUT PICTURES by Alex Shannon During the 20th century, it became apparent that studying geometric spaces was best achieved by studying the algebras of functions on those spaces. Classically, all such algebras are commutative, but if we forget about the original space and try to apply the same ideas, we end up with a form of 'non-commutative' geometry [contd.] [Current Termcard] |