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Joe Leslie-Hurd 1
Joe Leslie-Hurd,
a British computer scientist and formal verification engineer at Intel Corporation, Portland, Oregon. He holds a Ph.D. in CS from University of Cambridge in 2003 on formal verification of probabilistic algorithms 1. As a chess player, he enjoys solving chess problems, studies, and retrograde analysis 2, and formalized chess in Higher Order Logic (HOL) to construct formally verified endgame databases 3. Joe Leslie-Hurd is further author of the open source Go playing program Gomi, written in Standard ML 4, and the chess diagram tool fen2img, which reads FEN to output diagrams in portable pixmap format (PPM) image format, also written in SML 5 6. __FORCETOC__
Selected Publications
2000 ...
- Joe Hurd (2000). Congruence Classes with Logic Variables. ARW 2000
- Joe Hurd (2001). Congruence Classes with Logic Variables. ogic Journal of the IGPL, Vol. 9, No. 1, pdf
- Joe Hurd (2003). Formal verification of probabilistic algorithms. Ph.D. thesis, UCAM-CL-TR-566, University of Cambridge, pdf
- Joe Hurd (2005). Formal Verification of Chess Endgame Databases. Technical Report PRG-RR-05-02, Oxford University Computing Laboratory, pdf
2010 ...
- Joe Hurd, Guy Haworth (2010). Data Assurance in Opaque Computations. Advances in Computer Games 12, pdf
- Ramana Kumar, Joe Hurd (2012). Standalone Tactics Using OpenTheory. ITP 2012, pdf 9
- Iago Abal, Alcino Cunha, Joe Hurd, Jorge Sousa Pinto (2012). Using Term Rewriting to Solve Bit-Vector Arithmetic Problems. SAT 2012
- Joe Leslie-Hurd (2013). Formally Verified Endgame Tables. Guest Lecture, Combinatorial Games, Portland State University, slides as pdf
- Joe Leslie-Hurd, Guy Haworth (2013). Computer Theorem Proving and HoTT. ICGA Journal, Vol. 36, No. 2 10
External Links
- Joe Leslie-Hurd - Formal Verification Engineer - Intel Corporation | LinkedIn
- Joe Leslie-Hurd - Google Scholar
- Gilith - Welcome
- Gilith - Joe Leslie-Hurd
- Gilith - Chess
- Gilith - Chess Coaching
- Gilith - Chess Endgames
- Gilith - Go
References
Joe Hurd (2005). Formal Verification of Chess Endgame Databases. Technical Report PRG-RR-05-02, Oxford University Computing Laboratory, pdf↩︎