p=4.5, c'_p=0.042440
lambda=1, 41-point log grid s in [1e-4, 1e4]: secant slopes strictly decreasing (concave): True
identity G*=lam delta_1, lam=2.0: exact=26.1482543425  formula=26.1482543425
identity two-atom, lam=2.0: exact=25.2577225363  formula=25.2577225363;  L2-L*=-2.501253e-02, N2-N*=-1.278187e-02
identity G*=lam delta_1, lam=10.0: exact=809.5648591024  formula=809.5648591025
identity two-atom, lam=10.0: exact=802.7630952822  formula=802.7630952822;  L2-L*=-1.946942e-01, N2-N*=-9.397451e-02
lam=5.0: Phi*=179.016744, max (Phi(G)-Phi*)/lam^((p-3)/2) over 300 random G = -5.3719e-05
lam=20.0: Phi*=3751.107782, max (Phi(G)-Phi*)/lam^((p-3)/2) over 300 random G = -2.1145e-05
lam=80.0: Phi*=83183.441142, max (Phi(G)-Phi*)/lam^((p-3)/2) over 300 random G = -9.1223e-05
