Andere Kunden interessierten sich auch für
![Categorization and Simple Graph Theory of Golden Clusters]( "Categorization and Simple Graph Theory of Golden Clusters")
Categorization and Simple Graph Theory of Golden Clusters36,99 €![A Simple graph theory of Zintl and Matryoshka Clusters]( "A Simple graph theory of Zintl and Matryoshka Clusters")
A Simple graph theory of Zintl and Matryoshka Clusters36,99 €![Topological Approach to the Chemistry of Conjugated Molecules]( "Topological Approach to the Chemistry of Conjugated Molecules")
Topological Approach to the Chemistry of Conjugated Molecules42,99 €![CHEMICAL CLUSTERS FROM SKELETAL NUMBERS TO CAPPING INDICES]( "CHEMICAL CLUSTERS FROM SKELETAL NUMBERS TO CAPPING INDICES")
CHEMICAL CLUSTERS FROM SKELETAL NUMBERS TO CAPPING INDICES55,99 €![New Concepts II]( "New Concepts II")
New Concepts II42,99 €![The Capping Theory of Chemical Clusters]( "The Capping Theory of Chemical Clusters")
The Capping Theory of Chemical Clusters57,99 €![A New Approach to Cluster Theory of Chemical Clusters]( "A New Approach to Cluster Theory of Chemical Clusters")
A New Approach to Cluster Theory of Chemical Clusters36,99 €
Chemical compounds and drugs are often modeled as graphs where each vertex represents an atom of molecule and covalent bounds between atoms are represented by edges between the corresponding vertices. This graph derived from a chemical compounds is often called its molecular graph and can be different structures. In this book, we determine several important topological indices of polynomials of Wiener index of some widely used chemical structures.