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Such a mapping can be called shear transformation, transvection, or just shearing. The transformations could be applied with a shear matrix or transvection, an elementary matrix that represents the addition of a a number of of 1 row or column to a different. Such a matrix may be derived by taking the identity matrix and changing one of the zero elements with a non-zero value. On this case, the displacement is horizontal by an element of two where the mounted line is the x-axis, and the signed distance is the y-coordinate. Note that factors on opposite sides of the reference line are displaced in reverse instructions. Shear mappings should not be confused with rotations. Applying a shear map to a set of points of the aircraft will change all angles between them (except straight angles), and the size of any line phase that is not parallel to the direction of displacement. Therefore, it should often distort the shape of a geometric determine, for example turning squares into parallelograms, and circles into ellipses. Also visit my site https://morphomics.science/wiki/User:FernandoDenham