Amaresh Chandra Panda

RESEARCH, TEACHING, or OTHER INTERESTS

Applied Mathematics, Applied Mathematics, Applied Mathematics, Applied Mathematics

Scopus Publications

• Matrix-based blockchain-integrated certificateless signature scheme for secure Industrial Internet of Things edge device authentication
  Baisakhi Upadhyaya, Amaresh Chandra Panda
  Computers and Electrical Engineering, 2026
• A q-rung orthopair fuzzy Gaussian aggregation-based decision-making framework for sustainable solid waste management
  Madhumita Behera, Amaresh Chandra Panda
  Applied Soft Computing, 2026
• An integrated Fermatean fuzzy MCDM approach for optimal medical waste treatment technology selection
  Madhumita Behera, Amaresh Chandra Panda
  Process Safety and Environmental Protection, 2026
• A novel (p, q)-rung orthopair fuzzy Sugeno–Weber prioritized operator framework with an improved score function for IoT platform assessment under uncertainty
  Madhumita Behera, Amaresh Chandra Panda
  International Journal of General Systems, 2026
• QLight-IIoT: A Quantum-Resistant Lightweight Authentication and Key Agreement Scheme for Resource-Constrained IIoT Environments
  Baisakhi Upadhyaya, Amaresh Chandra Panda, Swagat Sourav Mohanty, Ayushi Pati, Prasant Mohapatra
  IEEE Internet of Things Journal, 2026
• Assessment of renewable energy systems through the integrated SWARA-LOPCOW-EDAS decision-making method with a novel Fermatean fuzzy scoring function
  Madhumita Behera, Amaresh Chandra Panda
  Journal of the Operational Research Society, 2025
• Study of the crossing number associated with strong product of path with cycle and triangular snake graph
  Mhaid Mhdi Alhajjar, Amaresh Chandra Panda, Siva Prasad Behera
  International Journal of Reasoning Based Intelligent Systems, 2025
• Franklin wavelet Galerkin method for Fredholm integral equations of the second kind
  Amarendra Malik, Subhashree Patel, Amaresh Chandra Panda
  Indian Journal of Pure and Applied Mathematics, 2025
• On the Crossing Number of the Cartesian Product of a Triangular Snake Graph with Path, Cycle, Star and 3-Vertex Graphs
  Iaeng International Journal of Applied Mathematics, 2024
• The crossing number of Cartesian product of sunlet graph with path and complete bipartite graph
  Mhaid Alhajjar, Amaresh Chandra Panda, Siva Prasad Behera
  Discrete Mathematics Algorithms and Applications, 2024
  The crossing number of a graph [Formula: see text], denoted by [Formula: see text], is defined to be the minimum number of crossings that arise among all its drawings in the plane. This concept has been of interest to many researchers who have studied it for many families of graphs. In this paper, we introduce the crossing number of Cartesian product of sunlet graph [Formula: see text] with path [Formula: see text]. Further, we prove that the crossing number of [Formula: see text] is equal to [Formula: see text], along with giving a conjecture for the general case. In addition, we utilize the vertex’s rotation concept in order to prove some necessary conditions for the complete bipartite graph [Formula: see text] to be optimal when it is drawn in the plane, by presenting an upper bound for the crossing number of any subgraph in it together with determining the exact number of crossings in case the vertices of subgraph have the same rotation.
• A class of diameter six trees exhibiting graceful labeling
  Amaresh Chandra Panda, Debdas Mishra, Rajani Ballav Dash
  Journal of Discrete Mathematical Sciences and Cryptography, 2016
• Some new graceful generalized classes of lobsters
  D. Mishra, A.C. Panda
  International Journal of Pure and Applied Mathematics, 2014