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BIO PRESENTATIONT8 November 7, 2002 11:30 APPLYING ORTHOGONAL DEFECT CLASSIFICATION PRINCIPLES TO SOFTWARE TESTING Suzanne Garner Cisco SystemsInternational Conference On Software Testing Analysis
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What is applying orthogonal?
Applying orthogonal is a mathematical process of finding the orthogonal projection of one vector onto another vector in a space.
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Anyone working with vectors and projections in mathematical or engineering fields may need to use applying orthogonal.
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To fill out applying orthogonal, you need to have two vectors and apply the formula for finding the orthogonal projection of one onto the other.
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The purpose of applying orthogonal is to find the projection of one vector onto another, which can be useful in various mathematical and engineering calculations.
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The two vectors involved and the resulting orthogonal projection vector must be reported when applying orthogonal.
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