Ruixiang Zhang

Ruixiang Zhang is a mathematician specializing in Euclidean harmonic analysis, analytic number theory, geometry and additive combinatorics.

[1] He and collaborator Shaoming Guo of the University of Wisconsin proved a multivariable generalization of the central conjecture in Vinogradov's mean-value theorem.

At Princeton, Zhang worked under the supervision of Peter Sarnak; his doctoral dissertation was Perturbed Brascamp-Lieb inequalities and application to Parsell-Vinogradov systems.

[1] Zhang's contributions to mathematics include a generalization of an important conjecture in Vinogradov's Mean-Value Theorem, using novel techniques to solve Carleson's problem on pointwise convergence of solutions to the Schrödinger equation and solving the two-dimensional case of Sogge's conjecture for wave equations.

[4] He is a recipient of the Sloan Research Fellowship and a winner of the Silver Prize for his doctoral thesis in the 5th New World Mathematics Awards.