I recently (2005-11-18) found out that my Erdös Number is (at
most) 5. Thanks to Daniel for pointing that
out to me.
Here's the path of length 5 (Erdös - Ivic - Hafner - Breuel - Keysers - Deselaers):
- Erdös, Paul; Ivic, Aleksandar: Estimates for sums involving the
largest prime factor of an integer and certain related additive functions.
Studia Sci. Math. Hungar. 15 (1980), no. 1-3, 183--199.
- Hafner, James Lee; Ivic, Aleksandar: On the mean-square of the
Riemann zeta-function on the critical line. J. Number Theory 32
(1989), no. 2, 151--191.
- Niblack, Wayne; Zhu, Xiaoming; Hafner, James L.; Breuel, Tom;
Ponceleon, Dulce B.; Petkovic, Dragutin; Flickner, Myron D.; Upfal,
Eli; Nin, Sigfredo I.; Sull, Sanghoon; Dom, Byron E.; Yeo, Boon-Lock;
Srinivasan, Savitha; Zivkovic, Dan; Penner, Mike: Updates to the QBIC
system. Proc. SPIE Vol. 3312, p. 150-161, Storage and Retrieval for
Image and Video Databases VI, 1997.
- D. Keysers and T. Breuel. Optimal Line and Arc Detection
on Run-Length Representations. In GREC 2005, Sixth
International IAPR Workshop on Graphics Recognition. Hong
Kong, China, pages 17-23, August 2005.
- Daniel Keysers, Michael Motter, Thomas Deselaers and Hermann Ney.
Training and Recognition of Complex Scenes using a Holistic Statistical Model.
Proceedings DAGM 2003, Pattern Recognition, 25th DAGM Symposium. Volume 2781 of Lecture Notes in Computer Science. pages 52-59. Magdeburg, Germany. September 2003.
Another path is over Andrew Zisserman: Paul Erdös - Peter C. Fishburn - D. Marc
Kilgour - Richard I. Hartley - Andrew Zisserman - Thomas
Deselaers
Last modified: Fri Nov 18 12:14:52 CET 2005
;