Mathematical modeling and topological graph description of dominating David derived networks based on edge partitions
Chemical graph theory is a well-established discipline within chemistry that employs
discrete mathematics to represent the physical and biological characteristics of chemical …
discrete mathematics to represent the physical and biological characteristics of chemical …
Mathematical aspects and molecular descriptors for anti-tumour and anti-COVID drugs medications
The COVID-19 pandemic has significantly affected both the global economy and human
health. COVID-19 is a single-stranded RNA virus that spreads through the inhalation of viral …
health. COVID-19 is a single-stranded RNA virus that spreads through the inhalation of viral …
On topological indices of zinc-based metal organic frameworks
Metal organic frameworks (MOFs) are distinctive porous chemical materials comprised of
metal ions and organic ligands to illustrate marvelous chemical stability, high surface area …
metal ions and organic ligands to illustrate marvelous chemical stability, high surface area …
Applications of magnesium iodide structure via modified-polynomials
A relatively recent approach in molecular graph theory for analyzing chemical networks and
structures is called a modified polynomial. It emphasizes the characteristics of molecules …
structures is called a modified polynomial. It emphasizes the characteristics of molecules …
[PDF][PDF] Algebraic properties for molecular structure of magnesium iodide
As an inorganic chemical, magnesium iodide has a significant crystalline structure. It is a
complex and multifunctional substance that has the potential to be used in a wide range of …
complex and multifunctional substance that has the potential to be used in a wide range of …
Computing gutman connection index of thorn graphs
Chemical structural formula can be represented by chemical graphs in which atoms are
considered as vertices and bonds between them are considered as edges. A topological …
considered as vertices and bonds between them are considered as edges. A topological …
On computation of neighbourhood degree sum-based topological indices for zinc-based metal–organic frameworks
The permeable materials known as metal–organic frameworks (MOFs) have a large porosity
volume, excellent chemical stability, and a unique structure that results from the potent …
volume, excellent chemical stability, and a unique structure that results from the potent …
Two complex graph operations and their exact formulations on topological properties
Graph operations are utilized for developing complicated graph structures from basic
graphs, and these basic graphs can help to understand the properties of complex networks …
graphs, and these basic graphs can help to understand the properties of complex networks …
M‐Polynomials and Associated Topological Indices of Sodalite Materials
Natural zeolites are commonly described as macromolecular sieves. Zeolite networks are
very trendy chemical networks due to their low‐cost implementation. Sodalite network is one …
very trendy chemical networks due to their low‐cost implementation. Sodalite network is one …
Two dimensional descriptors based on degree, neighborhood degree, and reverse degree for HEX (hexagonal) lattice
Crystal structures are of great scrutiny due to the elegant and well‐ordered symmetry that
influences a significant role in determining numerous physical properties. Our aim is to …
influences a significant role in determining numerous physical properties. Our aim is to …