i4 : putWeylAlgebra m
o4 = | ydy-zdz zdx^2+4xdxdy+4ydy^2+2dy ydx^2+4xdxdz+4zdz^2+2dz
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xdx^2+2ydxdy+2zdxdz+4xdydz+dx yzdx+2xzdz
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-2xzdx^3-6yzdx^2dy+8y2dy^3-6z2dx^2dz-24xzdxdydz-24yzdy^2dz-3zdx^2+24ydy^
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2-12zdydz+6dy y2dy^2-2yzdydz+z2dz^2+2zdz
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2xydx^3+12yzdx^2dz+24xzdxdz^2+16z2dz^3-3ydx^2+12zdz^2-6dz
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yzdx^3+2xydx^2dy+4xzdx^2dz+8yzdxdydz+4z2dxdz^2+8xzdydz^2+xdx^2-2ydxdy+
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4zdxdz-dx y2dx^3+6xydx^2dz+12yzdxdz^2+8xzdz^3+6ydxdz+12xdz^2
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2xzdx^3+8yzdx^2dy+8xydxdy^2+4z2dx^2dz+16xzdxdydz+16yzdy^2dz+zdx^2-12ydy^
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2+8zdydz-6dy y2dx^2dy-yzdx^2dz+4xydxdydz-4xzdxdz^2+4yzdydz^2-4z2dz^3+ydx
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^2+2ydydz-6zdz^2 z2dx^3+6xzdx^2dy+12yzdxdy^2+8xydy^3+6zdxdy+12xdy^2
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-yzdx^3+4y2dxdy^2-6xzdx^2dz-8yzdxdydz+8xydy^2dz-8z2dxdz^2-16xzdydz^2-xdx
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^2+8ydxdy-10zdxdz+dx xydx^2+4yzdxdz+4xzdz^2-ydx
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xzdx^2+4yzdxdy+4xydy^2-zdx
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2x2zdx^3-2yz2dx^3+24x2zdxdydz-24yz2dxdydz-3zdx-6xdy |
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o4 : Matrix (QQ[x, y, z, dx, dy, dz]) <--- (QQ[x, y, z, dx, dy, dz])
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