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2012, Oxford psychology series, ISBN 0199764158, Volume 29
"The proposed three volumes are the latest installment in Ian Howard's amazing ongoing project of providing the most comprehensive review available anywhereof... 
Depth perception
Web Resource
2012, Oxford psychology series, ISBN 019976414X, Volume 29
This volume looks at mechanisms of depth perception by all senses, including aural, electrosensory organs and the somatosensory system. It reviews sensory... 
Depth perception
Web Resource
2012, Oxford psychology series, ISBN 9780199877362, Volume 29
"The proposed three volumes are the latest installment in Ian Howard's amazing ongoing project of providing the most comprehensive review available anywhereof... 
Depth perception
Web Resource
2012, Oxford psychology series, ISBN 9780199949373, Volume 29
This volume addresses depth-perception mechanisms other than stereopsis. 
Depth perception
Web Resource
2012, Oxford psychology series, ISBN 0199949360, Volume 29
This volume looks at mechanisms of depth perception by all senses, including aural, electrosensory organs, and the somatosensory system. It reviews... 
Depth perception
Web Resource
1974, Contributions from the Institute of Low Temperature Science : Series A, no. 26., Volume no. 26., 67
Book
1967, Annales de l'Est; mémoire, Volume no 33, 228
Book
Electronics Letters, ISSN 0013-5194, 1/2014, Volume 50, Issue 3, pp. 175 - 177
Journal Article
Global Change Biology, ISSN 1354-1013, 10/2018, Volume 24, Issue 10, pp. 4894 - 4908
Journal Article
Journal of Computational and Graphical Statistics, ISSN 1061-8600, 07/2019, Volume 28, Issue 3, pp. 682 - 697
Given data in , a Tukey κ-trimmed region is the set of all points that have at least Tukey depth κ w.r.t. the data. As they are visual, affine equivariant and... 
Computational geometry | R-package TukeyRegion | Halfspace depth | Depth contours | Depth regions | Tukey median | Tukey depth | Location depth | CONTOURS | MULTIVARIATE | STATISTICS & PROBABILITY | REGRESSION DEPTH
Journal Article
The Annals of Statistics, ISSN 0090-5364, 4/2000, Volume 28, Issue 2, pp. 461 - 482
Journal Article
Water Research, ISSN 0043-1354, 01/2020, Volume 168, p. 115136
The mixed layer, or epilimnion, is a physical concept referring to an isothermal layer at the surface of a water body. This concept is ubiquitous within... 
Mixed depth | Phytoplankton | Oxygen | Lake | Euphotic depth
Journal Article
2008, ISBN 019536760X
In its two volumes 'Seeing in Depth' provides a detailed review of all aspects of seeing the three-dimensional world, along with 7,000 references and 800... 
Depth perception
Web Resource
2008, ISBN 019536760X
In its two volumes 'Seeing in Depth' provides a detailed review of all aspects of seeing the three-dimensional world, along with 7,000 references and 800... 
Depth perception
Web Resource
08/2009
Light is never being distributed homogeneously and it forms a gradient over biomass. The unidirectional nature of light gives rise to a vertical gradient of... 
Mixing depth | Phytoplankton | Compensation depth | Biovolume | Euphotic depth
Web Resource
Journal Article
Journal of the American Statistical Association, ISSN 0162-1459, 01/2014, Volume 109, Issue 505, pp. 411 - 423
This article defines and studies a depth for multivariate functional data. By the multivariate nature and by including a weight function, it acknowledges... 
Statistical depth | Multivariate data | Functional data | Time warping | CONTOURS | MAXIMUM DEPTH | LOCATION DEPTH | BOXPLOTS | NOTIONS | CLASSIFICATION | STATISTICS & PROBABILITY | TUKEY DEPTH | Multivariate analysis | Analysis | Simulation methods
Journal Article
JOURNAL OF ALGEBRAIC GEOMETRY, ISSN 1056-3911, 2019, Volume 28, Issue 4, pp. 751 - 771
We show that the Kodaira vanishing theorem can fail on smooth Fano varieties of any characteristic p > 0. Taking cones over some of these varieties, we give... 
MATHEMATICS | DEPTH
Journal Article
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