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Titlebook: Advanced Graphics with the IBM Personal Computer; Ian O. Angell Textbook 1985Latest edition Ian O. Angell 1985 computer.graphics.personal

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https://doi.org/10.1007/978-3-322-87924-0ween pairs of points could be drawn. To be strictly accurate, a . (or . for short) in two-dimensional space is not a finite segment, but stretches off to infinity in both directions. So it is necessary to introduce ways of representing a general point on such a line.
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Die Auswertung des statistischen Materials,e need to make the equivalent linear transformations on three-dimensional space. As in the lower dimension, there are three basic types of transformation: translation, scaling and rotation. We will represent transformations as square matrices (now they will be 4 × 4). A general point in space relati
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Die Erfassung des statistischen Materials,e describe here is a direct generalisation of the method introduced in chapter 4 for two-dimensional objects. Again it involves the use of (up to) three .. To illustrate these ideas we first give a brief outline, and then expand on this by using pictorial and numerical examples. We start by defining
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Die Erfassung des statistischen Materials, which case the facets at the front of the object will obviously restrict the view of the facets (and boundary lines) at the back. Such pictures require the introduction of a hidden surface algorithm; or a hidden line algorithm if all, but only, the visible lines on the object are to be drawn. There
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