Superconnectivity of regular graphs with small diameter
Balbuena, Camino, Tang, Jianmin, Marshall, Kim, Lin, Yuqing
Small vertex-transitive and Cayley graphs of girth six and given degree: an algebraic approach
Loz, Eyal, Macaj, Martin, Miller, Mirka, Siagiova, Jana, Siran, Jozef, Tomanova, Jana
On extremal graphs with bounded girth
Delorme, Charles, Flandrin, Evelyne, Lin, Yuqing, Miller, Mirka, Ryan, Joe
New improvements on connectivity of cages
Lu, Hong Liang, Wu, Yun Jian, Yu, Qing Lin, Lin, Yu Qing
Pancyclicity and Cayley graphs on abelian groups
Alspach, Brian, Bendit, Theo, Maitland, Christopher
Pancyclicity and Cayley graphs on generalized dihedral groups
Alspach, Brian, Muir, Alexander
On the lower bound of vertex connectivity of semiregular cages
Balbuena, C., González-Moreno, D., Lin, Y., Marcote, X.
Diameter-sufficient conditions for a graph to be super-restricted connected
Balbuena, Camino, Lin, Yuqing, Miller, Mirka
On the connectivity and superconnected graphs with small diameter
Balbuena, C., Marshall, K., Montejano, L. P.
On superconnectivity of (4,g)-cages with even girth
Lin, Yuqing, Lu, Hongliang, Wu, Yunjian, Yu, Qinglin
Extremal graphs without cycles of length 8 or less
Marshall, Kim, Miller, Mirka, Ryan, Joe
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