About the Speaker Linquan Ma is an associate professor of mathematics at Purdue University. He obtained his Ph.D from University of Michigan in 2014 under the direction of Melvin Hochster. He has been awarded a Sloan research fellowship in 2020. His main research is on commutative algebra and algebraic geometry. Recently, he has been focused on the development of a mixed characteristic singular...
AbstractWe develop quantum information processing primitives for the planar rotor, the state space of aparticle on a circle. By interpreting rotor wavefunctions as periodically identified wavefunctions of aharmonic oscilator, we determine the group of bosonic Gaussian operations inherited by the rotor.This n-rotor Cliford group, U(1)n(n+1)/2xGLn(Z),is represented by continuous U(1) gatesgenerat...