function moglStereoProjection(left, top, right, bottom, near, far, zero_plane, dist, eye)
% moglStereoProjection(left, top, right, bottom, near, far, zero_plane, dist, eye)
%
% Set up the stereo projection matrices for binocular stereo projection.
% Taken verbatim from Quoc Vuong's class on Computer Graphics for Vision Research, 
% http://www.kyb.mpg.de/bu/people/qvuong/CGV05.html
%
% Requires: glMatrixMode(GL.PROJECTION) being set before call. Backup your
% matrices if you need'em later!
%
%
%
% Perform the perspective projection for one eye's subfield.
% 
% The projection is in the direction of the negative z-axis.
% 
% [default: -6.0, 6.0, -4.8, 4.8]
% left, right, bottom, top = the coordinate range, in the plane of zero parallax setting,
% which will be displayed on the screen.
% 
% The ratio between (right-left) and (top-bottom) should equal the aspect
% ratio of the display.
% 
% [default: 6.0, -6.0]
% near, far = the z-coordinate values of the clipping planes.
% 
% [default: 0.0]
% zero_plane = the z-coordinate of the plane of zero parallax setting.
% 
% [default: 14.5]
% dist = the distance from the center of projection to the plane of zero parallax.
% 
% [default: -0.3]
% eye = half the eye separation; positive for the right eye subfield,
% negative for the left eye subfield.
%


dx = right - left;
dy = top - bottom;

xmid = (right + left) / 2.0;
ymid = (top + bottom) / 2.0;

clip_near = dist + zero_plane - near;
clip_far  = dist + zero_plane - far;

n_over_d = clip_near / dist;

topw = n_over_d * dy / 2.0;
bottomw = -topw;
rightw = n_over_d * (dx / 2.0 - eye);
leftw  = n_over_d *(-dx / 2.0 - eye);

%// Create a fustrum, and shift it off axis
%// glTranslate() applies to PROJECTION matrix
glLoadIdentity();
glFrustum(leftw,  rightw,  bottomw,  topw, clip_near,  clip_far);
glTranslatef(-xmid - eye,  -ymid,  -zero_plane -dist);

return;