A large rectangle delays the perception of a separate small rectangle
نویسندگان
چکیده
منابع مشابه
Partitioning a rectangle into small perimeter rectangles
Alon, N. and D.J. Kleitman, Partitioning a rectangle into small perimeter rectangles, Discrete Mathematics 103 (1992) 111-119. We show that the way to partition a unit square into kZ + s rectangles, for s = 1 or s = -1, so as to minimize the largest perimeter of the rectangles, is to have k 1 rows of k identical rectangles and one row of k + s identical rectangles, with all rectangles having th...
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We count tilings of a rectangle of integer sides m − 1 and n − 1 by a special set of tiles. The result is obtained from the study of the kernel of the adjacency matrix of an m × n rectangular subgraph in Z × Z.
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We study the problem of packing a set of n rectangles with weights into a dedicated rectangle so that the weight of the packed rectangles is maximized. We consider the case of large resources, that is, the side length of all rectangles is at most 1 and the side lengths of the dedicated rectangle differ by a factor of at least 1="4, for a fixed positive " > 0. We present an algorithm which finds...
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References pa.2010.0506.full.html#ref-list-1 http://rspa.royalsocietypublishing.org/content/early/2010/11/09/rs This article cites 8 articles, 1 of which can be accessed free P<P journal. Published online 10 November 2010 in advance of the print Subject collections (268 articles) applied mathematics (74 articles) differential equations Articles on similar topics can be found in the follow...
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Basically, what we can try to do is to take the Fourier transform of 1R (the indicator function for the set R), and then use Fourier inversion to show that for each shift t+L of the lattice L, this shift intersects the set R. Actually, it will not quite be enough to take the Fourier transform of just 1R, but instead we will need to work with a smoothed version of 1R in order to make the Fourier...
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ژورنال
عنوان ژورنال: Perception & Psychophysics
سال: 1990
ISSN: 0031-5117,1532-5962
DOI: 10.3758/bf03210877