Published on: 2025-06-01 17:06:36
Date Tue 07 February 2023 Tags Programming Given a transform \(T\) and a point x, we can find the transformed point with \(T * x\). But what if we want to smoothly interpolate \(T\) so it moves \(x\) along the path from its initial position to its position transformed by \(T\)? What we want to find is the point \(x\) at time \(t\): \(x(t) = T(t) * x(0)\) where \(x(0)\) is the point’s initial position, and \(T(t)\) is the transform at time \(t\). Since we have only a single transform \(T\), w
Keywords: log logarithm matrix point transform
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