Dr. Yuke Huang
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Academic Career Length
11Years (2016-Present)
(Calculated once Scilit publication data is synced: current year − year of first publication + 1)
Representative Publications
View All Publications11 July 2022 in Modern Physics Letters B
Journal Article
15 June 2023 in Chaos, Solitons & Fractals
Journal Article
5 November 2021 in Acta Mathematica Scientia
Journal Article
Yuke HuangZWZhiying Wen
Zhiying Wen28 November 2018 in arXiv
Preprint
Yuke HuangZWZhi-Ying Wen
Zhi-Ying WenThe Fibonacci word is the fixed point beginning with the letter $a$ of morphism $\sigma(a)=ab$, $\sigma(b)=a$ defined over the alphabet $\{a,b\}$. In this paper, we get explicit expression of the number of distinct fractional powers in each factor of the Fibonacci word.
11 February 2025 in Nonlinearity
Journal Article
Yuke HuangZWZhiying Wen
Zhiying Wen
Derived sequence is an important theme in combinatorics on words. Let be the infinite one-sided sequence over the alphabet generated by the substitution for and , which are natural generalizations of the Fibonacci sequence. In this paper, we determine the derived sequences of the (n, j)-bonacci sequences for and .
13 April 2026 in Fractals
Journal Article
About Me
Yuke Huang received both her Ph.D. and B.S. from Department of Mathematical Sciences, Tsinghua University. Currently, I work as an Associate Professor in School of Mathematical Sciences, Beijing University of Posts and Telecommunications; and Key Laboratory of Mathematics and Information Network (BUPT) Ministry of Education. My fields of interests are Fractal Geometry, Combinatorics on words, Substitution sequences and Fractal network.