The work of De Donder in contrast started from the theory of integral invariants of Élie Cartan.
in Invariant theory a finite set of invariant polynomials, such that every invariant polynomial may be written as a polynomial function of these basis elements
A distinct strand of invariant theory, going back to the classical constructive and combinatorial methods of the nineteenth century, has been developed by Gian-Carlo Rota and his school.
Tan Eng Chye’s research interests are Representation Theory of Lie Groups and Lie Algebra and Invariant theory and Algebraic combinatorics.
The Big Bang Theory | Theory of a Deadman | music theory | probability theory | theory | Theory of relativity | theory of relativity | Social learning theory | Game Theory (band) | Game Theory | Conspiracy theory | Music theory | K-theory | AP Music Theory | Piaget's theory of cognitive development | conspiracy theory | Theory of Relativity | Theory | Terror management theory | Invariant theory | information theory | graph theory | Galois theory | Einstein–Cartan theory | Conspiracy Theory with Jesse Ventura | Chaos theory | Terror Management Theory | representation theory | Recapitulation theory | Probability theory |
Frank Grosshans is an American mathematician who works in invariant theory, where he is known for the discovery of Grosshans subgroups and Grosshans graded coefficients.
E.B. Vinberg, V.L. Popov, Invariant theory, in Algebraic geometry.
Hilbert's syzygy theorem, a result of commutative algebra in connection with the syzygy problem of invariant theory