Personal Information

Professor Supervisor of Master's Candidates

Paper Publications

[1]Ali, Danish, Yang Zhiqing, Hussain, Abid, Muqadar.The Gordian complexes of knots given by 4-move[J],JOURNAL OF KNOT THEORY AND ITS RAMIFICATIONS,2024,32(05)
[2]Ali, Danish, Yang Zhiqing, Hussain, Abid, Sheikh, Mohd Ibrahim.The H(n)-move is an unknotting operation for virtual and welded links[J],JOURNAL OF KNOT THEORY AND ITS RAMIFICATIONS,2024,32(09)
[3]Yang Zhiqing.On embedding of infinite cyclic covering of knot space into three sphere[A],The 5th East Asian School of Knots and Related Topics,2022
[4]Yang Zhiqing.ON EMBEDDING THE INFINITE CYCLIC COVERINGS OF KNOT COMPLEMENTS INTO THREE SPHERE[J],PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY,2022,138(3):1153-1157
[5]Yang Zhiqing.On Unknotting number of connected sum of n identical knots[A],The 3rd East Asian School of Knots, Links and Related Topics,2022
[6]Yang Zhiqing.Regional knot invariants[J],JOURNAL OF KNOT THEORY AND ITS RAMIFICATIONS,2022,26(6,SI)
[7]Cheng, Zhiyun, Manturov, V. O., Matveev, S. V., Vesnin, A. Y., Yang Zhiqing.Special Issue on Second Russia-China Conference Preface[J],JOURNAL OF KNOT THEORY AND ITS RAMIFICATIONS,2022,26(6,SI)
[8]Yang Zhiqing.An invariant from knot group and the unknotting number[A],Advanced School and Conference on Knot Theory and its Applications to Physics and Biology,2022
[9]Yang Zhiqing.An integral invariant from the knot group[A],The 5th East Asian School of Knots and Related Topics,2022
[10]Kadokami, Teruhisa, Yang Zhiqing.AN INTEGRAL INVARIANT FROM THE KNOT GROUP[J],OSAKA JOURNAL OF MATHEMATICS,2022,47(4):965-976

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