SUBJECT INDEX

[A] [B] [C] [D] [E] [F] [G] [H] [I-J] [K] [L] [M] [N] [O] [P] [Q] [R] [S] [T] [U] [V] [W] [Z]

Acyclic graph

Adjacency matrix

Adjacency-plus-distance matrix

Admittance matrix

Algebraic Kekulé structure

All-path matrix

Alternant structure

Atom-connectivity matrix

Augmented vertex-adjacency matrix

Augmented vertex-degree

Augmented vertex-degree matrix

Augmented vertex-distance matrix

Barysz vertex-distance matrix

Barysz parametrization procedure

Bipartite graph

Branched tree

Chemical graph

Cluj matrices

Compact code

Complementary-vertex- distance matrix

Complement of the Barysz vertex-distance matrix

Complete bipartite graph

Complete graph

Compressed vertex-adjacency matrix

Conjugated molecule

Connection tabl,

Cospectral graphs

Cycle

Cycle-containing graph

Detour-complement matrix

Detour-delta matrix

Detour distance

Detour matrix

Detour path

Detour-path matrix

Detour/vertex-distance matrix

Diagonal matrix

Difference matrix

Dimer

Distance

Distance-degree matrix

Distance/detour matrix

Distance/distance matrices

Distance matrix

Distance-path matrix

Distance-spectrum

Distance-sum

Distance-sum-connectivity matrix

Edge-adjacency matrix

Edge-adjacency-plus-edge-distance matrix

Edge-Cluj matrix

Edge-connectivity matrix

Edge-cycle incidence matrix

Edge-degree

Edge-distance matrix

Edge-graphical matrices

Edge-Harary matrix

Edge-labeled graph

Edge-Randić matrix

Edge-Szeged matrix

Edge-vertex incidence matrix

Edge-weight

Edge-weighted detour matrix

Edge-weighted edge-adjacency matrix

Edge-weighted graph

Edge-weighted vertex-distance matrix

Edge-Zagreb matrix

Elongation

Expanded vertex-distance matrix

1-Factors

General graph

Generalized Laplacian matrix

Geodesic distance

Geometric distance

Geometric Kekulé structure

Geometric distance matrix

Graph

Graphical bond order

Graphical matrices

Graph invariant

Graph spectrum

Graphite grid

Hadamard matrix product

Hamiltonian matrix

Harary matrix

Hosoya matrix

Hückel eigenvalues

Hückel matrix

Hückel parameters

Hydrogen-depleted graph

Hydrogen-suppressed atom-connectivity matrix

Hydrogen-suppressed graph

Incidence matrix

Inner dual

Inverse matrix

Isospectral graphs

Kekulé structure

Kirchhoff matrix

Kuratowski graph

Laplacian matrix

Line graph

Longest distance

Markov matrix

Matrix of lengths

Matrix transpose

Maximum path matrix

Maximum-minimum path matrix

Minimum-maximum path matrix

Minimum path matrix

Möbius cycle

Möbius graph

Modified edge-Harary matrix

Modified edge-Wiener matrix

Modified edge-Zagreb matrix

Modified vertex-Zagreb matrix

Modified Zagreb matrices

Molecular descriptor

Molecular graph

Möbius graph

Multigraph

Multiple graph

Non-isomorphic graph

Numeric Kekulé structure

Oriented graph

Overlap matrix

Path

Path-count

Path-Cluj matrix

Path-Hosoya matrix

Path-graphical matrix

Path matrix

Path-Randić matrix

Path-Szeged matrix

Path-Wiener matrix

Permanent of the vertex-adjacency matrix

Planar graph

Polycyclic graph

Polyhedral graph

Polymeric chains

Property matrix

Quotient matrices

Random-walk

Random-walk Markov matrix

Reciprocal Barysz vertex-distance matrix

Reciprocal complementary-vertex-distance matrix

Reciprocal matrix

Reciprocal difference-Szeged matrix

Reciprocal edge-Cluj matrix

Reciprocal path-Cluj matrix

Reciprocal edge-Szeged matrix

Reciprocal path-Szeged matrix

Reciprocal Szeged matrices

Reciprocal topographic-distance matrix

Reciprocal vertex-distance matrix

Reciprocal vertex-distance-delta matrix

Reciprocal vertex-distance-path matrix

Reciprocal Wiener matrices

Resistance distance

Resistance-distance matrix

Resistance-distance/vertex-distance matrix

Reverse-detour matrix

Reverse vertex-Wiener matrix

Schlegel graph

Schultz matrix

Secular equation

Self-returning walk

Shortest path

Signed graph

Simple graph

Spanning tree

Square matrix

Standard distance matrix

Subtree

Subgraph

Sum-matrix

Symmetric matrix

Szeged difference matrix

Szeged matrices

Topographic distance

Topographic distance/topological distance matrix

Topographic matrix

Topological chirality

Topological distance/topographic distance matrix

Topological index

Topological matrix

Transfer matrix

Tree

Twin graphs

Unsymmetric Cluj matrix

Unsymmetric Szeged matrix

Unit matrix

Utility graph

Vertex-adjacency matrix

Vertex-adjacency matrix of Möbius graphs

Vertex-adjacency matrix of multiple graphs

Vertex-adjacency matrix of simple graphs

Vertex-adjacency matrix of weighted graphs

Vertex-adjacency-plus-vertex-distance matrix

Vertex-connectivity matrix

Vertex-degree

Vertex-degree matrix

Vertex-distance-complement matrix

Vertex-distance-complement/vertex-distance matrix

Vertex-distance-delta matrix

Vertex-distance/detour matrix

Vertex-distance/vertex-distance-complement matrix

Vertex-distance matrix

Vertex-distance-path matrix

Vertex-distance/resistance-distance matrix

Vertex-distance-vertex-degree matrix

Vertex-edge incidence matrix

Vertex-graphical matrix

Vertex-Harary matrix

Vertex-Hosoya matrix

Vertex-labeled graph

Vertex-path incidence matrix

Vertex-weighted graph

Vertex-Zagreb matrix

Walk

Weighted edge-Harary matrix

Weighted-hexagon-Kekulé-structure incidence matrix

Weighted graph

Weighted inner dual

Weighted path

Weighted polycyclic graph

Wheland tableau

Wiener-difference matrix

Wiener matrices

Zagreb matrices

Zero matrix

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