  For p>3 a prime, and g>2 an integer, we use Topological Quantum Field Theory
(TQFT) to study a family of p-1 highest weight modules L_p(lambda) for the
symplectic group Sp(2g,K) where K is an algebraically closed field of
characteristic p. This permits explicit formulae for the dimension and the
formal character of L_p(lambda) for these highest weights.
