A new wave-vector-space method capable of finding electromagnetic wave prop
agation in bounded nonlocal media without using boundary conditions is used
to find the modes of an optically active planar dielectric waveguide. Opti
cal activity involves first-order wave-vector dispersion (nonlocality). The
method finds how the altered nonlocal interaction close to the surfaces af
fects the waveguide modes. It is found that first-order effects of the surf
ace layer nonlocality enter both the dispersion relation and the field prof
iles. The waveguide geometry is also used as an impetus to generalize sever
al aspects of the wave-vector-space method. (C) 1999 American Institute of
Physics. [S0021-8979(99)08922-7].