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Question: We will study measuring the orientation of a plane in an orthographic view, given the texture consists of points laid down by a homogenous Poisson point process. Recall that one way to generate points according to such a process is to sample the x and y coordinate of the point uniformly and at random. We assume that the points from our process lie within a unit square.
• Show that the probability that a point will land in a particular set is proportional to the area of that set.
• Assume we partition the area into disjoint sets. Show that the number of points in each set has a multinomial probability distribution. We will now use these observations to recover the orientation of the plane. We partition the image texture into a collection of disjoint sets.
• Show that the area of each set, back projected onto the textured plane, is a function of the orientation of the plane.
• Use this function to suggest a method for obtaining the plane's orientation.
Discuss how the IT department helps the organization achieve their strategic goals
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Super Bowl wins. In the Super Bowl, by how many points does the winning team outscore the losers? Here are the winning margins for the first 43 Super Bowl games: 25, 19, 9, 16, 3, 21, 7, 17, 10, 4, 18, 17, 4, 12, 17, 5, 10, 29, 22, 36, 19, 32, 4, ..
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Communications infrastructure as a product requires an extensive initial investment. In the case of the Iridium mobile telephone system, this led to failure for the company. In the case of AT&T long distance, this led to a powerful monopoly. Di..
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One approach is to first compare every item with all the other items and overwrite any duplicates with a null (or a distinctive value that isn't used for real keys). Then remove all the nulls. Of course, the array size will be reduced.
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