The Department of Mathematics held a master dissertation defense seminar

The Department of Mathematics held a master dissertation defense. The dissertation entitled ” Jordan-Lie inner ideal of type semi-orthogonal”. Aim of the dissertation is to prove that every Jordan-Lie inner ideal of the symplectic Lie algebra of finite dimensional associative is generated by an idempotent. Moreover, Jordan-Lie inner ideals of the orthogonal simple Lie algebra is either Jordan-Lie inner ideal of the symplectic Lie algebra of finite dimensional associative or a type of one point space. The defense was accepted with success.