Operator theory and the singular value decomposition
오버불파크에서 찍은 현대수학의 면모
This is a snapshot about operator theory and one of its fundamental tools: the singular value decomposition (SVD). The SVD breaks up linear transformations into simpler mappings, thus unveiling their geometric properties. This tool has become important in many areas of applied mathematics for its ability to organize information. We discuss the SVD in the concrete situation of linear transformations of the plane (such as rotations, reflections, etc.).
If you are interested in translating this Snapshot, please contact us at firstname.lastname@example.org