منابع مشابه
Mcilroy and Drummond: Reconstruction from Affine Silhouettes
A method for recovering structure and motion from a set of scaled orthographic silhouette views with unconstrained camera motion is presented. The outer epipolar tangencies between six or more views are used simultaneously to recover the relative pose of the cameras and hence the visual hull of the object. The camera representation proposed permits a closed form solution in the optimization of ...
متن کاملThe Wilson-Wilson Experiment
An example of unipolar induction is a slab of material with (relative) permittivity and (relative) permeability μ that is immersed in a uniform external magnetic field H0 parallel to the plane of the slab, such that if the slab has velocity v perpendicular to H0 but also in the plane of the slab, a nonzero voltage difference V is detected between sliding contacts (fixed in the laboratory) on op...
متن کاملCasoratian identities for the Wilson and Askey-Wilson polynomials
Infinitely many Casoratian identities are derived for the Wilson and Askey-Wilson polynomials in parallel to the Wronskian identities for the Hermite, Laguerre and Jacobi polynomials, which were reported recently by the present authors. These identities form the basis of the equivalence between eigenstate adding and deleting Darboux transformations for solvable (discrete) quantum mechanical sys...
متن کاملNeurosecretory Cells in the Abdominal Ganglia of Larvae of Ludlia caesar (Diptera) By ALASTAIR FRASER
Ten neurosecretory cells can be found in each of the first 5 abdominal ganglia of the larva of L. caesar L. These are arranged as two lateral pairs and a single ventral cell in each half of a ganglion. Half the lateral cells go through a cycle of secretory activity before pupation in developing larvae. In diapause larvae while half the lateral cells are in a resting phase the remainder are in v...
متن کاملThe Wilson Function Transform
Two unitary integral transforms with a very-well poised 7F6-function as a kernel are given. For both integral transforms the inverse is the same as the original transform after an involution on the parameters. The 7F6-function involved can be considered as a non-polynomial extension of the Wilson polynomial, and is therefore called a Wilson function. The two integral transforms are called a Wil...
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ژورنال
عنوان ژورنال: BMJ
سال: 2008
ISSN: 0959-8138,1756-1833
DOI: 10.1136/bmj.a203