|
ZM1 |
first Zagreb index M1 |
|
ZM1V |
first Zagreb index by valence vertex degrees |
|
ZM2 |
second Zagreb index M2 |
|
ZM2V |
second Zagreb index by valence vertex degrees |
|
Qindex |
Quadratic index |
|
SNar |
Narumi simple topological index (log) |
|
HNar |
Narumi harmonic topological index |
|
GNar |
Narumi geometric topological index |
|
Xt |
Total structure connectivity index |
|
Dz |
Pogliani index |
|
Ram |
ramification index |
|
Pol |
polarity number |
|
LPRS |
log of product of row sums (PRS) |
|
VDA |
average vertex distance degree |
|
MSD |
mean square distance index (Balaban) |
|
SMTI |
Schultz Molecular Topological Index (MTI) |
|
SMTIV |
Schultz MTI by valence vertex degrees |
|
GMTI |
Gutman Molecular Topological Index |
|
GMTIV |
Gutman MTI by valence vertex degrees |
|
Xu |
Xu index |
|
SPI |
superpendentic index |
|
W |
Wiener W index |
|
WA |
mean Wiener index |
|
Har |
Harary H index |
|
Har2 |
square reciprocal distance sum index |
|
QW |
quasi-Wiener index (Kirchhoff number) |
|
TI1 |
first Mohar index TI1 |
|
TI2 |
second Mohar index TI2 |
|
STN |
spanning tree number (log) |
|
HyDp |
hyper-distance-path index |
|
RHyDp |
reciprocal hyper-distance-path index |
|
w |
detour index |
|
ww |
hyper-detour index |
|
Rww |
reciprocal hyper-detour index |
|
D/D |
distance/detour index |
|
Wap |
all-path Wiener index |
|
WhetZ |
Wiener-type index from Z weighted distance matrix (Barysz matrix) |
|
Whetm |
Wiener-type index from mass weighted distance matrix |
|
Whetv |
Wiener-type index from van der Waals weighted distance matrix |
|
Whete |
Wiener-type index from electronegativity weighted distance matrix |
|
Whetp |
Wiener-type index from polarizability weighted distance matrix |
|
J |
Balaban distance connectivity index |
|
JhetZ |
Balaban-type index from Z weighted distance matrix (Barysz matrix) |
|
Jhetm |
Balaban-type index from mass weighted distance matrix |
|
Jhetv |
Balaban-type index from van der Waals weighted distance matrix |
|
Jhete |
Balaban-type index from electronegativity weighted distance matrix |
|
Jhetp |
Balaban-type index from polarizability weighted distance matrix |
|
MAXDN |
maximal electrotopological negative variation |
|
MAXDP |
maximal electrotopological positive variation |
|
DELS |
molecular electrotopological variation |
|
TIE |
E-state topological parameter |
|
S0K |
Kier symmetry index |
|
S1K |
1-path Kier alpha-modified shape index |
|
S2K |
2-path Kier alpha-modified shape index |
|
S3K |
3-path Kier alpha-modified shape index |
|
PHI |
Kier flexibility index |
|
BLI |
Kier benzene-likeliness index |
|
PW2 |
path/walk 2 - Randic shape index |
|
PW3 |
path/walk 3 - Randic shape index |
|
PW4 |
path/walk 4 - Randic shape index |
|
PW5 |
path/walk 5 - Randic shape index |
|
PJI2 |
2D Petitjean shape index |
|
CSI |
eccentric connectivity index |
|
ECC |
eccentricity |
|
AECC |
average eccentricity |
|
DECC |
eccentric |
|
MDDD |
mean distance degree deviation |
|
UNIP |
unipolarity |
|
CENT |
centralization |
|
VAR |
variation |
|
BAC |
Balaban centric index |
|
Lop |
Lopping centric index |
|
ICR |
radial centric information index |
|
D/Dr03 |
distance/detour ring index of order 3 |
|
D/Dr04 |
distance/detour ring index of order 4 |
|
D/Dr05 |
distance/detour ring index of order 5 |
|
D/Dr06 |
distance/detour ring index of order 6 |
|
D/Dr07 |
distance/detour ring index of order 7 |
|
D/Dr08 |
distance/detour ring index of order 8 |
|
D/Dr09 |
distance/detour ring index of order 9 |
|
D/Dr10 |
distance/detour ring index of order 10 |
|
D/Dr11 |
distance/detour ring index of order 11 |
|
D/Dr12 |
distance/detour ring index of order 12 |
|
T(N..N) |
sum of topological distances between N..N |
|
T(N..O) |
sum of topological distances between N..O |
|
T(N..S) |
sum of topological distances between N..S |
|
T(N..P) |
sum of topological distances between N..P |
|
T(N..F) |
sum of topological distances between N..F |
|
T(N..Cl) |
sum of topological distances between N..Cl |
|
T(N..Br) |
sum of topological distances between N..Br |
|
T(N..I) |
sum of topological distances between N..I |
|
T(O..O) |
sum of topological distances between O..O |
|
T(O..S) |
sum of topological distances between O..S |
|
T(O..P) |
sum of topological distances between O..P |
|
T(O..F) |
sum of topological distances between O..F |
|
T(O..Cl) |
sum of topological distances between O..Cl |
|
T(O..Br) |
sum of topological distances between O..Br |
|
T(O..I) |
sum of topological distances between O..I |
|
T(S..S) |
sum of topological distances between S..S |
|
T(S..P) |
sum of topological distances between S..P |
|
T(S..F) |
sum of topological distances between S..F |
|
T(S..Cl) |
sum of topological distances between S..Cl |
|
T(S..Br) |
sum of topological distances between S..Br |
|
T(S..I) |
sum of topological distances between S..I |
|
T(P..P) |
sum of topological distances between P..P |
|
T(P..F) |
sum of topological distances between P..F |
|
T(P..Cl) |
sum of topological distances between P..Cl |
|
T(P..Br) |
sum of topological distances between P..Br |
|
T(P..I) |
sum of topological distances between P..I |
|
T(F..F) |
sum of topological distances between F..F |
|
T(F..Cl) |
sum of topological distances between F..Cl |
|
T(F..Br) |
sum of topological distances between F..Br |
|
T(F..I) |
sum of topological distances between F..I |
|
T(Cl..Cl) |
sum of topological distances between Cl..Cl |
|
T(Cl..Br) |
sum of topological distances between Cl..Br |
|
T(Cl..I) |
sum of topological distances between Cl..I |
|
T(Br..Br) |
sum of topological distances between Br..Br |
|
T(Br..I) |
sum of topological distances between Br..I |
|
T(I..I) |
sum of topological distances between I..I |