removed the old baker error routines
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@ -103,87 +103,6 @@ def qlinear_3D(X, R):
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qlin = sum([q_i * phi_i for q_i, phi_i in zip(R.q, phis)])
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return phis, qlin
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def get_error_quadratic(phi, R, S):
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B = [] # baker eq 9
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w = [] # baker eq 11
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for (s, q) in zip(S.verts, S.q):
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cur_phi, cur_qlin = qlinear(s, R)
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(phi1, phi2, phi3) = cur_phi
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B.append(
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[
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phi1 * phi2,
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phi2 * phi3,
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phi3 * phi1,
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]
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)
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w.append(q - cur_qlin)
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B = np.array(B)
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w = np.array(w)
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A = np.dot(B.T, B)
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b = np.dot(B.T, w)
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# baker solve eq 10
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try:
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(a, b, c) = np.linalg.solve(A,b)
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except np.linalg.LinAlgError as e:
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log.error("linear calculation went bad, resorting to np.linalg.pinv: %s" % e)
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(a, b, c) = np.dot(np.linalg.pinv(A), b)
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error_term = a * phi[0] * phi[1]\
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+ b * phi[1] * phi[2]\
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+ c * phi[2] * phi[0]
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return error_term
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def get_error_cubic(phi, R, S):
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B = [] # baker eq 9
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w = [] # baker eq 11
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for (s, q) in zip(S.verts, S.q):
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cur_phi, cur_qlin = qlinear(s, R)
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(phi1, phi2, phi3) = cur_phi
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# basing this on eq 17
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B.append(
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[
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phi1 * phi2 * phi2, # a
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phi1 * phi3 * phi3, # b
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phi2 * phi1 * phi1, # c
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phi2 * phi3 * phi3, # d
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phi3 * phi1 * phi1, # e
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phi3 * phi2 * phi2, # f
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phi1 * phi2 * phi3, # g
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]
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)
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w.append(q - cur_qlin)
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B = np.array(B)
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w = np.array(w)
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A = np.dot(B.T, B)
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b = np.dot(B.T, w)
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# baker solve eq 10
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try:
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(a, b, c, d, e, f, g) = np.linalg.solve(A,b)
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except np.linalg.LinAlgError as e:
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log.error("linear calculation went bad, resorting to np.linalg.pinv: %s" % e)
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(a, b, c, d, e, f, g) = np.dot(np.linalg.pinv(A), b)
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error_term = a * phi[0] * phi[1] * phi[1]\
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+ b * phi[0] * phi[2] * phi[2]\
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+ c * phi[1] * phi[0] * phi[0]\
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+ d * phi[1] * phi[2] * phi[2]\
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+ e * phi[2] * phi[0] * phi[0]\
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+ f * phi[2] * phi[1] * phi[1]\
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+ g * phi[0] * phi[1] * phi[2]\
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return error_term
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def get_error_sauron(phi, R, S, order = 2):
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log.debug("len(phi): %d"% len(phi))
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B = [] # baker eq 9
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