John H. Halton - researchr alias

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Viewing Publication 1 - 13 from 13

2008

Efficient reuse of paths for random walk radiosityFrancesc Castro, Mateu Sbert, John H. Halton. cg, 32(1):65-81, 2008. [doi]

Sigma-algebra theoremsJohn H. Halton. mcma, 14(2):171-189, 2008. [doi]

Sequential Monte Carlo for linear systems - a practical summaryJohn H. Halton. mcma, 14(1):1-27, 2008. [doi]

2007

Fast GPU-based reuse of paths in radiosityFrancesc Castro, Gustavo Patow, Mateu Sbert, John H. Halton. mcma, 13(4):253-273, 2007. [doi]

2006

Sequential Monte Carlo Techniques for Solving Non-Linear SystemsJohn H. Halton. mcma, 12(2):113-141, 2006. [doi]

2005

Quasi-Probability: Why quasi-Monte-Carlo methods are statistically valid and how their errors can be estimated statisticallyJohn H. Halton. mcma, 11(3):203-350, 2005. [doi]

2004

An outline of quasi-probability * : Why quasi-Monte-Carlo methods are statistically valid and how their errors can be estimated statisticallyJohn H. Halton. mcma, 10(3-4):183-196, 2004. [doi]

Reusing paths in radiosity and global illuminationMateu Sbert, Philippe Bekaert, John H. Halton. mcma, 10(3-4):575-585, 2004. [doi]

Reuse of Paths in Light Source AnimationMateu Sbert, Francesc Castro, John H. Halton. icgi 2004: 532-535 [doi]

2002

Accelerating Path Tracing by Re-Using PathsPhilippe Bekaert, Mateu Sbert, John H. Halton. rt 2002: 125-134

1994

Geometry of a Three-Camera Head-Mounted SystemJohn H. Halton. isci, 77(1-2):51-75, 1994.

1991

On the thickness of graphs of given degreeJohn H. Halton. isci, 54(3):219-238, 1991. [doi]

1989

The properties of random treesJohn H. Halton. isci, 47(2):95-133, 1989. [doi]

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