Non Rigid Transformations (Dilations) Class Lectures

Name: Non Rigid Transformations (Dilations) Course: Geometry
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Non-rigid transformations, specifically dilations, are a key concept in geometry. Dilations involve stretching or shrinking a figure without changing its shape or orientation. This is achieved by multiplying the coordinates of each point by a scale factor. Dilations can be used to enlarge or reduce the size of a figure, and the scale factor can be greater than or less than one. Non-rigid transformations, including dilations, are important in many fields of STEM, including computer graphics and animation. They are also used in real-world applications such as medical imaging and satellite imagery.

12 topics

14 Hours

Educators

Course Curriculum

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Non Rigid Transformations (Dilations) Lecture Videos, Solved Step-by-Step

14:25

Non Rigid Transformations (Dilations)

Dilations of segments and polygons

In mathematics, a dilation is a transformation of a metric space which enlarges or shrinks all distances by the same factor.

Kurt Kleinberg

13:16

Non Rigid Transformations (Dilations)

Dilations of segments and polygons examples

In geometry, dilation is a transformation that enlarges (or reduces) objects. It can be thought of as the opposite of compression. Dilations can be described as a kind of similarity transformation in which one figure is transformed into another with all points stretched or shrunk by the same factor.

Kurt Kleinberg