Tao Feng

activity

20102026

most citedQuery-Efficient Locally Decodable Codes of Subexponential Length

2 citations · 2 across the 8 of their papers we have counts for

collaborators

9 papers

cs.AI2026

A-RSI: Adaptive Task Refresh for Zero-Data Multimodal Self-Improvement

Yu Liu, Youxing Li, Yuedong Tan +17

Recursive self-improvement requires models not only to acquire useful training experience, but also to decide when their current experience has ceased to be useful. Existing method…

math.CO2026

On the lengths of MDS codes with a two-transitive permutation automorphism group

Haihua Deng, Tao Feng, Andrey V. Vasil'ev

Let $C$ be an $[n, k]_{q}$ maximum distance separable (MDS) code with $4 \leq k \leq q - 3$ , and suppose that it has a $2$ -transitive permutation automorphism group. In this paper we show t…

math.CO2023

Algebraic degrees of quasi-abelian semi-Cayley digraphs

Shixin Wang, Majid Arezoomand, Tao Feng

For a digraph $Γ$ , if $F$ is the smallest field that contains all roots of the characteristic polynomial of the adjacency matrix of $Γ$ , then $F$ is called the splitting field of $…

math.CO2023

A note on non-empty cross-intersecting families

Menglong Zhang, Tao Feng

The families $F_{1} \subseteq (k _{1} [ n ]), F_{2} \subseteq (k _{2} [ n ]), \dots, F_{r} \subseteq (k _{r} [ n ])$ are said to be cross-intersecting if $|F_i…

cs.IT2022

Linear codes associated with the Desarguesian ovoids in $Q^{+} (7, q)$

Tao Feng, Michael Kiermaier, Peixian Lin +1

The Desarguesian ovoids in the orthogonal polar space $Q^{+} (7, q)$ with $q$ even have first been introduced by Kantor by examining the $8$ -dimensional absolutely irreducible modular…

math.CO2022

The structure of maximal non-trivial d-wise intersecting uniform families with large sizes

Menglong Zhang, Tao Feng

For a positive integer $d \geq 2$ , a family $F \subseteq (k [ n ])$ is said to be d-wise intersecting if $∣ F_{1} \cap F_{2} \cap \dots \cap F_{d} ∣ \geq 1$ for all $F_1, F_2, \dot…

math.CO2022

On finite generalized quadrangles with $PSL (2, q)$ as an automorphism group

Tao Feng, Jianbing Lu

Let $S$ be a finite thick generalized quadrangle, and suppose that $G$ is an automorphism group of $S$ . If $G$ acts primitively on both the points and lines of…

math.CO2022

The chromatic index of finite projective spaces

Lei Xu, Tao Feng

A line coloring of PG $(n, q)$ , the $n$ -dimensional projective space over GF $(q)$ , is an assignment of colors to all lines of PG $(n, q)$ so that any two lines with the same color do n…

cs.CC2010★ 2 cited

Query-Efficient Locally Decodable Codes of Subexponential Length

Yeow Meng Chee, Tao Feng, San Ling +2

We develop the algebraic theory behind the constructions of Yekhanin (2008) and Efremenko (2009), in an attempt to understand the ``algebraic niceness'' phenomenon in $\mathbb{Z}_m…

A-RSI: Adaptive Task Refresh for Zero-Data Multimodal Self-Improvement

On the lengths of MDS codes with a two-transitive permutation automorphism group

Algebraic degrees of quasi-abelian semi-Cayley digraphs

A note on non-empty cross-intersecting families

Linear codes associated with the Desarguesian ovoids in Q+(7,q)

The structure of maximal non-trivial d-wise intersecting uniform families with large sizes

On finite generalized quadrangles with PSL(2,q) as an automorphism group

The chromatic index of finite projective spaces

Query-Efficient Locally Decodable Codes of Subexponential Length

Linear codes associated with the Desarguesian ovoids in $Q^{+} (7, q)$

On finite generalized quadrangles with $PSL (2, q)$ as an automorphism group