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AIM2000 designed by F. Biegler-König, University of Applied Sciences, Bielefeld, Germany.
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AIM2000 designed by F. Biegler-König, University of Applied Sciences, Bielefeld, Germany.
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The Poincaré-Hopf rule determines a mutual relation between the number of all kinds of critical points. The relation is n, b, r, c, 1, where n stands for the number of nuclear critical points (usually equivalent to the number of atoms, b is the number of bond critical points BCP, r is the number of ring critical points, and c is the number of cage critical points. The Poincaré-Hopf equality is usually taken as the evidence of consistency and completeness of the characteristic set of critical-points. See ref 47 for more details
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The Poincaré-Hopf rule determines a mutual relation between the number of all kinds of critical points. The relation is n - b + r - c = 1, where n stands for the number of nuclear critical points (usually equivalent to the number of atoms), b is the number of bond critical points (BCP), r is the number of ring critical points, and c is the number of cage critical points. The Poincaré-Hopf equality is usually taken as the evidence of consistency and completeness of the characteristic set of critical-points. See ref 47 for more details.
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The LINUX and WINDOWS version of the graphic code used to obtain the 3D representation s available free of charge at https://theochem.chimfar.unimo.it/ VEDO3/quasi-ring.
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The LINUX and WINDOWS version of the graphic code used to obtain the 3D representation s available free of charge at https://theochem.chimfar.unimo.it/ VEDO3/quasi-ring.
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