Andrei Lavrenov

Dr. Andrei Lavrenov is a researcher at the Mathematical Institute of the University of Munich (LMU) within the Faculty of Mathematics, Computer Science, and Statistics. He specializes in Algebraic Geometry, with a focus on homological algebra, cobordism theory, and algebraic K-theory. His work intersects with topics such as Morava K-theory, Steinberg groups, and motives of projective quadrics.

• Current affiliation: LMU Munich
• Research group: Algebraic Geometry Working Group
• Teaching: Linear Algebra, Homological Methods, Cobordism Theory

Recent research explores the interplay between algebraic topology and commutative algebra, including formal group laws, Steenrod operations, and stability problems for algebraic groups. His publications analyze K-theory of orthogonal groups, local-global principles, and motivic decompositions.

Emails: lavrenov@math.lmu.de, AVLavrenov@gmail.com