Tim S. Meese
Affiliations: | Aston University, Birmingham, England, United Kingdom |
Area:
Psychophysics, Spatial vision, Binocular visionWebsite:
http://www1.aston.ac.uk/lhs/staff/az-index/meesets/Google:
"Tim Meese"Mean distance: 17.23 (cluster 23) | S | N | B | C | P |
Cross-listing: PsychTree
Children
Sign in to add trainee| Phil Atkinson | grad student | Aston University | |
| David J. Holmes | grad student | Aston University | |
| Daniel H. Baker | grad student | 2004-2007 | Aston University |
| Alex S. Baldwin | grad student | 2009-2013 | Aston University |
| Rob J. Summers | post-doc | 2004-2007 | Aston University |
| Kirsten L. Challinor | post-doc | 2006-2008 | Aston University |
| Daniel H. Baker | post-doc | 2009-2012 | Aston University |
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Publications
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| Baker DH, Lygo FA, Meese TS, et al. (2018) Binocular summation revisited: Beyond √2. Psychological Bulletin |
| Meese TS, Baker DH, Summers RJ. (2017) Perception of global image contrast involves transparent spatial filtering and the integration and suppression of local contrasts (not RMS contrast). Royal Society Open Science. 4: 170285 |
| Baker DH, Meese TS. (2016) Grid-texture mechanisms in human vision: Contrast detection of regular sparse micro-patterns requires specialist templates. Scientific Reports. 6: 29764 |
| Baldwin AS, Meese TS. (2015) Fourth-root summation of contrast over area: No end in sight when spatially inhomogeneous sensitivity is compensated by a witch's hat. Journal of Vision. 15: 4 |
| Thompson P, Meese T, Verstraten F, et al. (2015) Announcement. Perception. 44: 609 |
| Summers RJ, Baker DH, Meese TS. (2015) Area summation of first- and second-order modulations of luminance. Journal of Vision. 15: 15.1.12 |
| Baker DH, Meese TS. (2014) Measuring the spatial extent of texture pooling using reverse correlation. Vision Research. 97: 52-8 |
| Baldwin AS, Husk JS, Meese TS, et al. (2014) A two-stage model of orientation integration for Battenberg-modulated micropatterns. Journal of Vision. 14 |
| Baker DH, Meese TS. (2013) Regarding the benefit of zero-dimensional noise. Journal of Vision. 13 |
| Baker DH, Meese TS, Georgeson MA. (2013) Paradoxical psychometric functions ("swan functions") are explained by dilution masking in four stimulus dimensions. I-Perception. 4: 17-35 |