Graph-theoretical matrices in chemistry. (2015)

• Record Type: Book
• Further Information: Note: Dusanka Janezic, Ante Milicevic, Sonja Nikolić, Nenad Trinajstić.
• Authors: Janežič, Dušanka; Miličević, Ante; Nikolić, Sonja; Trinajstić, Nenad, 1936-
• Contents: Introduction; References; ; The Adjacency Matrix and Related Matrices; The Vertex-Adjacency Matrix of Simple Graphs; The Linear Representation of the Vertex-Adjacency Matrix of Acyclic Structures; Labeling Graphs Using the Randić Procedure; The Vertex-Adjacency Matrix of Multiple Graphs; The Atom-Connectivity Matrix; The Bond-Electron Matrix; The Edge-Adjacency Matrix; The Vertex-Adjacency Matrix of Weighted Graphs; The Vertex-Adjacency Matrix of Möbius Graphs; The Augmented Vertex-Adjacency Matrix; The Edge-Weighted Edge-Adjacency Matrix; The Burden Matrix; The Vertex-Connectivity Matrix; The Edge-Connectivity Matrix; The Sum-Vertex-Connectivity Matrix; The Sum-Edge-Connectivity Matrix; Extended Adjacency Matrices; Zagreb Matrices; The Hückel Matrix; The Laplacian Matrix; The Generalized Laplacian Matrix; The Augmented Vertex-Degree Matrix ; Distance-Weighted Adjacency Matrix References; ; Incidence Matrices; The Vertex-Edge Incidence Matrix; The Edge-Vertex Incidence Matrix; The Edge-Cycle Incidence Matrix; The Cycle-Edge Incidence Matrix; The Vertex-Path Incidence Matrix; The Weighted-Hexagon-Kekulé-Structure Incidence Matrix; References; ; The Distance Matrix and Related Matrices; The Standard Distance Matrix or the Vertex-Distance Matrix; Generalized Vertex-Distance Matrix; The Vertex-Galvez Matrix; Combinatorial Matrices; Reciprocal Combinatorial Matrices; The Edge-Distance Matrix; The Vertex-Distance-Complement Matrix; The Augmented Vertex-Distance Matrix; The Edge-Weighted Vertex-Distance Matrix; The Barysz Vertex-Distance Matrix; The Complement of the Barysz Vertex-Distance Matrix; The Reciprocal Barysz Vertex-Distance Matrix; The Reciprocal of the Complement of the Barysz Vertex-Distance Matrix; The Complementary Vertex-Distance Matrix ; The Reciprocal of the Complementary Vertex-Distance Matrix; Matrix of Dominant Distances in a Graph; The Detour Matrix; The Detour-Path Matrix; The Detour-Delta Matrix; The Edge-Weighted Detour Matrix; The Maximum-Minimum Path Matrix; The Detour-Complement Matrix; The Vertex-Distance Matrix and the Detour Matrix of Complete Graphs and Complete Bipartite Graphs; The Vertex-Harary Matrix; The Edge-Harary Matrix; The Edge-Weighted-Harary Matrix; The Modified Edge-Weighted-Harary Matrix; Distance-Degree Matrices; The Resistance-Distance Matrix; Distance/Distance Matrices; The Common Vertex Matrix; References; ; Special Matrices; Adjacency-Plus-Distance Matrices; The Distance-Sum-Connectivity Matrix; Wiener Matrices; The Modified Wiener Matrices; The Reverse-Wiener Matrix; The Reverse-Detour Matrix; Szeged Matrices; Reciprocal Szeged Matrices; The Unsymmetric Szeged Matrix; Cluj Matrices ; Reciprocal Cluj Matrices; The Hosoya Matrix; The Path Matrix; The All-Path Matrix; The Expanded Vertex-Distance Matrices; The Quotient Matrices; The Random-Walk Markov Matrix; Restricted Random-Walk Matrix; The Transfer Matrix; References; ; Graphical Matrices; Construction of Graphical Matrices; Numerical Realization of Graphical Matrices; A Generalized Procedure for Constructing Graphical Matrices and for Obtaining Their Numerical Representations; References; ; Concluding Remarks; References; Index
• Edition: New edition
• Publisher Details: Boca Raton : CRC Press
• Publication Date: 2015
• Extent: 1 online resource, illustrations (black and white)
• Subjects: 530.15129434; Chemistry -- Mathematics; Matrices
• Languages: English
• ISBNs: 9781498701228
• Related ISBNs: 9781498701150
• Notes: Note: Description based on CIP data; item not viewed.
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