Area of research
Computational Theory and Mathematics · Geometry and Topology
Research interest
Research focused on Combinatorics and Environmental science, with related work in Hypergraph, Vertex (graph theory), Enhanced Data Rates for GSM Evolution. Notable publications include 'Soil salinity estimation: Effects of microwave dielectric spectroscopy and important frequencies', 'Machine learning driven by environmental covariates to estimate high-resolution PM2.5 in data-poor regions', and 'Sufficient conditions for hypergraphs to be maximally edge-connected'.
Estimating surface soil salinity and water–heat–salt coupling in arid oasis zones: Synergistic integration of SAR and optical-TIR data
Using Radarsat-2 Quad Polarimetric Sar Data Decomposition for Soil Moisture Retrieval Over Oasis Region
Assessing Natural Resource Carrying Capacity in Xinjiang Using Remote Sensing: Spatiotemporal Patterns and Implications for Future Land Use
The Link between Surface Visible Light Spectral Features and Water–Salt Transfer in Saline Soils—Investigation Based on Soil Column Laboratory Experiments
Soil salinity estimation: Effects of microwave dielectric spectroscopy and important frequencies
Machine learning driven by environmental covariates to estimate high-resolution PM2.5 in data-poor regions
Edge-connectivity in hypergraphs
Degree Sequence Conditions for Maximally Edge-Connected and Super Edge-Connected Hypergraphs
Edge fault-tolerance analysis of maximally edge-connected graphs and super edge-connected graphs
Super extra edge-connectivity in regular networks with edge faults
Edge fault tolerance of graphs with respect to λ2-optimal property
On the conditional edge connectivity of double-orbit graphs
Sufficient conditions for hypergraphs to be maximally edge-connected
Edge fault tolerance of interconnection networks with respect to maximally edge-connectivity
Arc Fault Tolerance of Maximally Arc-Connected Networks Modeled By Digraphs