def main():
Get_Program()
Format()
EM_Waves_in_Geom_Calculus_Complex()
EM_Waves_in_Geom_Calculus_Real()
xpdf()
return
def main():
Get_Program(True)
Format()
basic_multivector_operations_3D()
basic_multivector_operations_2D()
xpdf('simple_test_latex.tex')
return
def main():
Get_Program()
Format()
Maxwells_Equations_in_Geometric_Calculus()
Dirac_Equation_in_Geometric_Calculus()
Lorentz_Tranformation_in_Geometric_Algebra()
xdvi()
return
def main():
Get_Program()
Format()
#Maxwells_Equations_in_Geom_Calculus()
#Dirac_Equation_in_Geom_Calculus()
#Lorentz_Tranformation_in_Geog_Algebra()
Lie_Group()
xpdf()
return
def main():
Get_Program(True)
enhance_print()
basic_multivector_operations()
check_generalized_BAC_CAB_formulas()
derivatives_in_rectangular_coordinates()
derivatives_in_spherical_coordinates()
rounding_numerical_components()
#noneuclidian_distance_calculation()
conformal_representations_of_circles_lines_spheres_and_planes()
properties_of_geometric_objects()
extracting_vectors_from_conformal_2_blade()
reciprocal_frame_test()
return
def main():
Get_Program()
Eprint()
Mv_setup_options()
return
v = a * ea + b * eb + c * ec
print('v =', v)
f = v | A(v)
print(r'%f = v\cdot \f{A}{v} =', f)
(grad * f).Fmt(3, r'%\nabla f')
Av = A(v)
print(r'%\f{A}{v} =', Av)
(grad * Av).Fmt(3, r'%\nabla \f{A}{v}')
return
def dummy():
return
if __name__ == "__main__":
#Eprint()
Format()
Get_Program()
main()
xpdf()
print('NB =', NB)
Bh = B / NB
ap = ebar - ((ebar ^ Bh) * Bh)
a1 = ap + (ap * Bh)
a2 = ap - (ap * Bh)
#print '#a1 = ',a1
#print '#a2 = ',a2
return [a1, a2]
def norm(X):
Y = sqrt((X * X).scalar())
return Y
Get_Program(True)
Eprint()
g = '1 0 0 0, \
0 1 0 0, \
0 0 0 2, \
0 0 2 0'
c2d = Ga('e_1 e_2 n \\bar{n}', g=g)
(e1, e2, n, nbar) = c2d.mv()
global n, nbar, I
def F(x):
global n, nbar
def main():
Get_Program()
Eprint()
coefs_test()
return
def main():
Get_Program()
Format()
Product_of_Rotors()
xpdf(paper=(8.5, 11), debug=True)
return
def main():
Get_Program(True)
enhance_print()
MV_setup_options()
return
def main():
Get_Program()
Format()
derivatives_in_spherical_coordinates()
xdvi()
return