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This issue is a continuation of the previous successful Special Issue “Mathematical Analysis and Applications”
common fixed point  metriclike space  ?Geraghty contraction  triangular ?admissible mapping  fixed circle  common fixed circle  fixedcircle theorem  extended partial Sbmetric spaces  Sbmetric spaces  fixed point  generalized hypergeometric functions  Gauss and confluent hypergeometric functions  summation theorems of hypergeometric functions  partial symmetric  fixed point  contraction and weak contraction  Nadler’s theorem  linear elastostatics  simple layer potentials  displacement problem  existence and uniqueness theorems  Fredholm alternative  singular data  differential equations  Sheffer polynomial sets  generating functions  monomiality principle  quasi metric space  Suzuki contractions  fixed point theorems  modified ?distance  almost perfect functions  generating function  series transformation  gamma function  Hankel contour  Fermi–Dirac function  Bose–Einstein function  Weyl transform  series representation  Hermite–Hadamard inequalities  (p, q)derivative  (p, q)integral  convex functions  fixed point  Reich contraction  Hardy–Rogers contraction  almost bmetric space  additive (Cauchy) equation  additive mapping  Hyers–Ulam stability  generalized Hyers–Ulam stability  hyperstability  bounded index  bounded Lindex in direction  slice function  entire function  bounded lindex  generalized hypergeometric functions  classical summation theorems  generalization  laplace transforms  gamma and beta functions  SzászMirakjan operators  SzászMirakjan Beta type operators  extended Gamma and Beta functions  confluent hypergeometric function  Modulus of smoothness  modulus of continuity  Lipschitz class  local approximation  Voronovskaja type approximation theorem  operators theory 44A99, 47B99, 47A62  special functions 33C52, 33C65, 33C99, 33B10, 33B15  Stirling numbers and Touchard polynomials 11B73  n/a
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Graph theory is an important area of applied mathematics with a broad spectrum of applications in many fields. This book results from aSpecialIssue in the journal Mathematics entitled “GraphTheoretic Problems and Their New Applications”. It contains 20 articles covering a broad spectrum of graphtheoretic works that were selected from 151 submitted papers after a thorough refereeing process. Among others, it includes a deep survey on mixed graphs and their use for solutions ti scheduling problems. Other subjects include topological indices, domination numbers of graphs, domination games, contraction mappings, and neutrosophic graphs. Several applications of graph theory are discussed, e.g., the use of graph theory in the context of molecular processes.
graph coloring  Kempe chain  Kempelocking  Birkhoff diamond  hypergraph  generalized hypertree  bound  component  adjacent matrix  signless Laplacian  spectral radius  connectivity  intervalvalued fuzzy graph  intuitionistic fuzzy graph  intervalvalued intuitionistic fuzzy graph  singlevalued neutrosophic graph  intervalvalued neutrosophic graph  complement  krainbow dominating function  krainbow domination number  grids  domination number  Cartesian product  directed cycle  DD index  Wiener index  Edge Wiener  degree of a vertex  distance between two vertices  normalized Laplacian  resistance distance  degreeKirchhoff index  spanning tree  extremal values  PI index  ktrees  distance  Zagreb indices  reformulated Zagreb indices  degree of vertex  degree of edge  embedding  edge congestion  wirelength  enhanced hypercube  subtree  generating function  fan graph  wheel graph  “partitions” of wheel graph  neutrosophic graph  complete neutrosophic graph  bipartite neutrosophic graph  complement neutrosophic graph  road transport network  wireless multihop network and social network  perfect matching  kextendable  induced matching extendable  bipartite matching extendable graph  evolution theory  evolution algebra  mitotic cell cycle  totalcolored graph  inverse degree index  generalized first Zagreb index  sum lordeg index  corona product  join of graphs  line graph  Mycielskian graph  polynomials in graphs  bmetric space  bmetriclike space  general contractive mappings  graphic contraction mappings  approximation methods  chromatic number  combinatorial optimization  complexity analysis  evolutionary approach  genetic algorithm  graph coloring  NPhard  stochastic convergence  domination game  competitionindependence game  mixed graph  vertex coloring  chromatic number  edge coloring  chromatic index  chromatic polynomial  unittime scheduling  makespan criterion  n/a
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