ScholarWorks@SUNGKYUNKWAN UNIVERSITY: KINKAR, CHANDRA DAS

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KINKAR, CHANDRA DAS (킨카찬드라다스)

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Graph:47||Diameter:23||Laplacian matrix:11||Laplacian energy:10||Wiener index:10||Eccentricity:8||Spectral radius:8||Independence number:8||Molecular graph:8||Algebraic connectivity:8||Harary index:7||Second Zagreb index:7||Chromatic number:7||First Zagreb index:7||graph:7||Laplacian spectrum:6||Topological index:6||Tree:6||molecular graph:6||Clique number:6||Laplacian spectrum (of graph):5||Graph spectrum:5||diameter:5||Energy (of graph):5||spectral radius:5||Zagreb indices:5||Laplacian eigenvalues:5||independence number:5||Sombor index:4||Majorization:4||Kirchhoff index:4||Degree sequence:4||Matching number:4||Degree (of vertex):4||Maximum degree:4||Distance (in graph):4||Szeged index:4||Zagreb index:4||Unicyclic graph:4||Laplacianenergylike invariant:4||Bipartite graph:4||clique number:4||Radius:4||Signless Laplacian spectrum:4||Lower bound:4||Energy:4||Eccentric connectivity index:4||Signless Laplacian matrix:3||Extremal graphs:3||Randic index:3||(Signless) Laplacian spectrum:3||Remoteness:3||distance:3||Bounds:3||Distance energy:3||Cyclomatic number:3||geometricarithmetic index:3||Distance signless Laplacian matrix:3||General sumconnectivity index:3||ABC index:3||Distance spectrum:3||MerrifieldSimmons index:3||Adjacency eigenvalues:3||Steiner distance:3||Girth:3||Degree distance:3||Average distance:3||metric dimension:3||Adjacency matrix:3||Normalized Laplacian eigenvalues:3||resolving set:3||Vertex degree:3||Normalized Laplacian matrix:3||second Zagreb index:3||Normalized Laplacian spectral radius:3||Inverse degree:3||Principal eigenvector:3||QSPR analysis:3||chromatic number:3||minimum degree:2||Matching:2||Spanning tree:2||graph energy:2||monogenic semigroup:2||Complete multipartite graph:2||Distance signless Laplacian eigenvalues:2||Gutman index:2||Average eccentricity:2||Line graph:2||Cartesian product:2||Largest Laplacian eigenvalue:2||Cayley graph:2||Irregularity:2||NordhausGaddumtype inequality:2||Turan graph:2||Seidel matrix:2||Laplacianenergylike:2||Upper bound:2||Edge connectivity:2||Chemical tree:2||Edge deletion:2||Vertex connectivity:2||Vertex cover number:2||connectivity:2||chemical graph theory:2||Vertexdegreebased graph invariant:2||Extremal graph:2||entropy:2||Reciprocal degree distance:2||Distance eigenvalues:2||Extended adjacency matrix:2||Normalized Laplacian spread:2||Efficiency:2||Adjacency spectrum:2||Second Zagreb eccentricity index:2||distance matrix:2||Incidence energy:2||distance energy:2||Eigenvalues:2||adjacency matrix:2||First Zagreb eccentricity index:2||Cut edge:2||atombond connectivity index:2||Fibonacci number:2||ABCindex:2||Permanental polynomial:2||Permanental sum:2||Extremal problem:2||topological index:2||Randić energy:2||Molecular Graph:2||Distanceregular graph:2||Minimality:2||Degree:2||Graph eigenvalues:2||Chemical graph theory:2||Graph invariant:2||Spectrum (of graph):2||Average degree:2||tree:2||NarumiKatayama index:2||maximum degree:2||Connective eccentricity index:2||The second largest signless Laplacian eigenvalue:2||Join graph:1||K3free graphs:1||Kfindex:1||Kir:1||Kirchho:1||Kirchhoff Estrada index:1||Kirchhoff Index:1||Kirchhoff matrix:1||Kite graph:1||Kronecker product:1||LEL:1||Lagrange multiplier theorem:1||Laplacian Matrix:1||Laplacian Spectrum:1||Laplacian energy like invariant:1||Laplacian spectral radius:1||Laplacian spread:1||Least eigenvalue of A(alpha) (G):1||Least signless Laplacian eigenvalue:1||Low bound:1||Ma:1||Main eigenvalue:1||Matching energy:1||Matrix function:1||Maximum ABC index:1||Metric dimension:1||Modified second Zagreb index:1||Molecular Structure Descriptor:1||Molecular descriptor:1||Molecular structure descriptor:1||Monogenic semigroup:1||Multiplicative Wiener index:1||Multiplicative zagreb index:1||Multiplicatively Harary index:1||Multiplicity of eigenvalues:1||Mycielski graph:1||Nearly complete graph:1||Neighborhood inverse sum indeg index:1||No:1||Nonhypoenergetic:1||Nordhaus–Gaddumtype result:1||Nordhaus–Gaddumtype results:1||NordhausGaddum formula (for Szeged index):1||NordhausGaddum type results:1||NordhausGaddumtype:1||NordhausGaddumtype result:1||Normalized Laplacian eigenvalue:1||Normalized Laplacian energy:1||Normalized Laplacian matrix of a graph:1||Normalized Laplaican spectral radius:1||Normalized distance laplacian matrix:1||Onetwo descriptor:1||Optimization problems:1||Path:1||Pendant vertex:1||Pendent vertex:1||Permanent:1||Primary: 05C50:1||Property (SR):1||Property (R):1||Proximity:1||Qindex:1||QSPR study:1||Quadranglefree graphs:1||QuasiTree Graph:1||Quasiorder:1||Quasitree:1||Ramsey number:1||Randic energy:1||Rank:1||Reciprocal matrix:1||Reduced Sombor index:1||Reformulated Zagreb index:1||Regular graph:1||Resistance distance:1||Resolving set:1||Sanskruti index:1||Second Zagreb index (M 2):1||Second Zagreb index (M<:1||Second atombond connectivity index:1||Second geometricarithmetic index:1||Second largest laplacian eigenvalue:1||Second maximum degree:1||Secondary: 15A18:1||Seidel eigenvalues:1||SeidelEstrada index:1||Signless Laplacian:1||Signless Laplacian eigenvalues:1||Signless Laplacian energy:1||Signless Laplacian spectral radius:1||Signless Laplacian spectrum (of graph):1||Simple graph:1||Singular values:1||Smallest signless Laplacian eigenvalue:1||Spanning tree packing number:1||Spectral decomposition:1||Spectral distance:1||Spiro hexagonal chain:1||Starlike Tree:1||Steiner Gutman kindex:1||Steiner Wiener kindex:1||Steiner degree distance:1||Steiner diameter:1||SumBalaban index:1||Sums of graphs:1||Symmetric division deg index:1||Symmetric nonnegative matrix:1||Szőkefalvi Nagy inequality:1||Tensor product:1||The Coulson&apos:1||The Sachs theorem:1||The Wiener polarity index:1||The Zagreb indices:1||The kth largest eigenvalue of A(alpha)(G):1||The largest signless Laplacian eigenvalue:1||The second largest eigenvalue of the distance signless Laplacian matrix:1||The second largest normalized Laplacian eigenvalue:1||The trace norm of digraphs:1||Threshold graphs:1||Topological Index:1||Topological indices:1||Total communicability:1||Toughness:1||Traceable graphs:1||Trianglefree graphs:1||Tricyclic graph:1||Turán graph:1||Unicyclic graphs:1||Vertex Connectivity:1||Vertex PI Index:1||Vertex PI index:1||Vertexdegrees:1||Vertexedge degree:1||Wiener polarity index:1||Windwheel graph:1||Yields:1||Zagreb connection index:1||Zerothorder general Randić index:1||Zerothorder general Randic index:1||arithmeticgeometric index:1||array poly:1||average eccentricity:1||bank merging:1||bicyclic graph:1||bipartite graph:1||block graphs:1||block order sequence:1||bound:1||cemical tree:1||chain graphs:1||channel assignment:1||characteristic polynomials:1||circulant graphs:1||clique:1||clique nu:1||code:1||combinatorial thinking:1||commuting graph:1||connected graph:1||cospectral:1||cycle length:1||cyclomatic number:1||degree:1||degree distance:1||degree powers:1||degree sequence:1||degree sequences:1||determinant of adjacency matrix:1||dia:1||distance (in graph):1||distance (signless) Laplacian energy:1||distance signless Laplacian eigenvalues:1||distance signless Laplacian spectral radius:1||distance spectral radius:1||domination number:1||eccentric complexity:1||edgevertex Szeged index:1||education network:1||education networks:1||eigenvalue:1||energy (of graph):1||extended adjacency matrix:1||extended energy:1||extremal problem:1||faulttolerant metric dimension:1||faulttolerant resolving set:1||finite group:1||first Zagreb eccentricity index:1||first Zagreb index:1||fuzzy logic:1||generalized adjacency matrix:1||generalized distance energy:1||girth:1||graph determined by its spectrum:1||graph entropy:1||graph operatio:1||graph operation:1||graph operations:1||graph spectrum:1||graphic sequences:1||graphs:1||harmonic matrix:1||hexagonal system:1||hyperWiener index:1||information theory:1||inner dual:1||intuitionistic fuzzy graph:1||inverse degree:1||irregularity index:1||join graph:1||kapex tree:1||kcenter Steiner degree distance:1||kth power of graph:1||l()independent:1||lHamiltonian:1||lconnected:1||ldeficient:1||largest resistancedistance eigenvalue:1||lexicographic product:1||line graph:1||list coloring:1||matching number:1||matrix:1||minimality:1||molecular descriptor:1||molecular structure descriptor:1||multiplicative Zagreb index:1||multiplicative Zagreb indices:1||multiplicity of normalized Lapalcian eigenvalues:1||nonselfcentered graph:1||nonselfcentrality number:1||normalized Laplacian eigenvalues:1||ordering:1||pCockcroft property:1||pcockcroft property:1||pextra edge connectivity:1||power of path:1||quality of molecular descriptors:1||radio kchromatic number:1||radio klabeling:1||reciprocal distance matrix:1||reciprocal distance spread:1||reduced Sombor index:1||resistance distance:1||resistancedistance matrix:1||revised Szeged index:1||rulebased weighting:1||s integral formula:1||second Zagreb eccentricity index:1||second largest eigenvalue of distance signless Laplacian matrix:1||second largest resistancedistance eigenvalue:1||signless Laplacian matrix:1||signless Laplacian spectrum:1||sombor index:1||span:1||spanning tree:1||spectral bounds:1||spread:1||statistical tests:1||sub>:1||sumconnectivity index:1||symmetric division deg index:1||symmetric matrix:1||tapex tree:1||tquasiregular graphs:1||the forgotten topological index:1||third Zagreb eccentricity index:1||total pielectron energy:1||transmission regular graph:1||tridiagonal matrices:1||unicyclic graph:1||universally diametrical graph:1||vedegree:1||vertex degree function index:1||vertexdegreebased indices:1||vertexedge Szeged index:1||zerodivisor graph:1||σinvariant:1||ħedgehamiltonian:1||ħhamiltonian:1||(Signless Laplacian) Spectral radius:1||ħpathcoverable:1||(Signless Laplacian) spectral radius:1||(Signless laplacian) spectral radius:1||(Signless) Laplacian energy:1||(signless) Laplacian spectral radius:1||):1||/sub>:1||05C07:1||05C12:1||05C50:1||15A18:1||2<:1||A(alpha)spectral radius:1||ABC Index:1||ASC index:1||Additively Harary index:1||Adjacent eccentric distance sum:1||Algebraic con:1||Almost selfcentered graph:1||Apex tree:1||Atom–bond connectivity index:1||Atombond connectivity:1||Atombond connectivity (ABC) inde:1||Atombond connectivity (ABC) index:1||Atombond connectivity index:1||Atombond connectivity index (ABC):1||Augmented Zagreb index:1||Balaban index:1||Bicyclic graph:1||Bipartite edge frustration:1||Bond incident degree indices:1||Bound:1||CNenergy:1||COVID19:1||Cactus:1||Cactus graph:1||Cactus graphs:1||Chain graph:1||Chebyshev inequality:1||Chemical Tree:1||Chemistry:1||Circulant graphs:1||Coclique extension:1||Coefficient:1||Coloring:1||Communicability distance:1||Communicability distance sum index:1||Comparison:1||Complete multipartite graphs:1||Complete product:1||Complete split graph:1||Complete splitlike graph:1||Conjecture:1||Conjugate degree sequence:1||Connected graph:1||Connectivity:1||Connectivity function:1||Corona graph:1||Cospectra:1||Cospectrality:1||Cut vertex:1||Cycle:1||Defensive kalliance:1||Degree–based topological index:1||Degreebased indices:1||Degreebased topological indices:1||Deleted lexicographic product:1||Determina:1||Determinant:1||Determined by graph spectrum:1||Determined by spectrum:1||Diameter (of graph):1||DiazMetcalf inequality:1||Dicyclic group:1||Difference of Zagreb indices:1||Digraph:1||Distance:1||Distance (in Graph):1||Distance (in graphs):1||Distance (signless) Laplacian eigenvalues:1||Distance (signless) Laplacian energy:1||Distance Laplacian eigenvalues:1||Distance Laplacian spectrum:1||Distance matrix:1||Distance signless Laplacian spectral radius:1||Distance spectra:1||Distancebased indices:1||Distances:1||Domination number:1||Eccentric complexity:1||Eccentric connectivit:1||Eccentric connectivity:1||Eccentric connectivity index (ξ C):1||Eccentricadjacency index:1||Eccentricity (of graph):1||Eccentricity (of vertex):1||Edge PI index:1||Edgevertex degree:1||Eigenvalue sum:1||Energy (of matrix):1||Energy of a graph:1||Estimating the Vertex PI Index:1||Estrada index:1||Exponential vertexdegreebased:1||Extended energy (of graph):1||Extended spectral radius (of graph):1||Faulttolerant metric dimension:1||Faulttolerant resolving set:1||Fiedler vector:1||First Zagreb index (M 1):1||First and Second multiplicative Zagreb coindex:1||First general Zagreb index:1||GA(1)index:1||General Platt index:1||General Randić index:1||General reduced second Zagreb index:1||Generalized ABC index:1||Generalized dicyclic group:1||Geo:1||Geometric–arithmetic index (GA1):1||Geometricarithmetic index:1||Graph (molecular):1||Graph energy:1||Graph of diameter 2:1||Graph operation:1||Graph properties:1||Graph theory:1||Graphs with selfloops:1||HMO theory:1||Hamiltonconnected graphs:1||Hamiltonian graph:1||Hamiltonian graphs:1||Harary energy:1||Harmonic index:1||Harmonic number:1||He:1||Hosoya index:1||Hypoenergetic:1||Incidence matrix:1||Independent set:1||Index:1||Inertia:1||Inverse problem:1||Inverse sum indeg index (ISI):1||

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(03063) 25-2, SUNGKYUNKWAN-RO, JONGNO-GU, SEOUL, KOREAsamsunglib@skku.edu

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