A mathematician known for work in group theory, Galois theory and real analysis, including bounded variation.[ref]
Marie Ennemond Camille Jordan by John Joseph O'Connor and Edmund Frederick Robertson. Quick Info; discussion of algebra, analysis textbooks and bounded variation; biography last updated March 2001
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Camille Jordan refers to a French mathematician, often associated with the field of linear algebra and group theory. Born in 1838 and passing away in 1922, he is known for several significant contributions to mathematics, particularly in the study of Jordan algebras and the Jordan canonical form, which is a way of representing a linear operator in terms of its eigenvalues and generalized eigenvectors.