Search Results - "Niu, Tailin"

New constructions of involutions over finite fields by Niu, Tailin, Li, Kangquan, Qu, Longjiang, Wang, Qiang

“…Involutions over finite fields are permutations whose compositional inverses are themselves. Involutions especially over F q with q is even have been used in…”
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Finding Compositional Inverses of Permutations From the AGW Criterion by Niu, Tailin, Li, Kangquan, Qu, Longjiang, Wang, Qiang

“…Permutation polynomials and their compositional inverses have wide applications in cryptography, coding theory, and combinatorial designs. Motivated by several…”
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More constructions of n-cycle permutations by Niu, Tailin, Li, Kangquan, Qu, Longjiang, Sun, Bing

“…n-cycle permutations with small n have the advantage that their compositional inverses are efficient in terms of implementation. They can be also used in…”
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Characterizations and constructions of n-to-1 mappings over finite fields by Niu, Tailin, Li, Kangquan, Qu, Longjiang, Li, Chao

“…n-to-1 mappings have wide applications in many areas, especially in cryptography, finite geometry, coding theory and combinatorial design. In this paper, many…”
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More constructions of $n$-cycle permutations by Niu, Tailin, Li, Kangquan, Qu, Longjiang, Sun, Bing

“…$n$-cycle permutations with small $n$ have the advantage that their compositional inverses are efficient in terms of implementation. They can be also used in…”
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Characterizations and constructions of n-to-1 mappings over finite fields by Niu, Tailin, Li, Kangquan, Qu, Longjiang, Li, Chao

“…$n$-to-$1$ mappings have wide applications in many areas, especially in cryptography, finite geometry, coding theory and combinatorial design. In this paper,…”
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Finding compositional inverses of permutations from the AGW criterion by Niu, Tailin, Li, Kangquan, Qu, Longjiang, Wang, Qiang

“…Permutation polynomials and their compositional inverses have wide applications in cryptography, coding theory, and combinatorial designs. Motivated by several…”
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