  The bulge of the Galaxy is analysed by inverting K-band star counts from the
Two-Micron Galactic Survey in a number of off-plane regions. A total area of
about 75 square degrees of sky is analysed. Assuming a non-variable luminosity
function within the bulge, we derive the top end of the K-band luminosity
function and the stellar density function, whose morphology is fitted to
triaxial ellipsoids.
  The luminosity function shows a sharp decrease brighter than $M_K=-8.0$ when
compared with the disc population. By fitting ellipsoids, we find that the
bulge is triaxial with the major axis in the plane at an angle with line of
sight to the Galactic centre of $12^\circ$ in the first quadrant. The axial
ratios are $1:0.54:0.33$ and the distance of the Sun from the centre of the
triaxial ellipsoid is 7860 pc.
  The best fit for the stellar density, assuming an ellipsoidal distribution,
is $D(t)=1.17(t/2180)^{-1.8}\exp(- (t/2180)^{1.8}) stars pc^{-3}$, for
$1300<t<3000$, where $t$ is the distance along the major axis of the ellipsoid
in parsecs.
