- 17-82 Artem Hulko
- ON THE NUMBER OF EIGENVALUES OF THE POLYHARMONIC OPERATOR OF FOURTH ORDER ON R^3 WITH A COMPLEX POTENTIAL
Jul 13, 17
(auto. generated pdf),
of related papers
Abstract. In this paper we study the polyharmonic operator of the fourth order on R^3 with a complex potential, which decays exponentially at inﬁnity. We obtain bounds on the number of eigenvalues of the said operator.