SPECTRAL ASYMPTOTICS OF NON-SELFCONJUGATE ELLIPTIC OPERATORS IN R*99n

The aim is to calculate the spectral asymptotics of the elliptic differential operators being from selfconjugate ones and being given in the whole space. The spectral asymptotics of the non-selfconjugate elliptic differential operators which are not expressed through selfconjugate ones and the own values of which are not localized to the real axle has been calculated. The work results can find application in the theory of the parabolic equations with growing coefficients given in the unlimited areas. Application field: spectral theory of non-selfconjugate elliptic operatorsAvailable from VNTIC / VNTIC - Scientific & Technical Information Centre of RussiaSIGLERURussian Federatio