


default search action
Finite Fields and Their Applications, Volume 59
Volume 59, September 2019
- Xiang Fan

:
A classification of permutation polynomials of degree 7 over finite fields. 1-21 - Dong Dong:

A Hörmander type theorem in finite fields. 22-31 - Venkata Raghu Tej Pantangi

:
Critical groups of van Lint-Schrijver cyclotomic strongly regular graphs. 32-56 - Ziran Tu, Xianping Liu, Xiangyong Zeng:

A revisit to a class of permutation quadrinomials. 57-85 - Mrinmoy Datta:

Maximum number of Fq-rational points on nonsingular threefolds in P4. 86-96 - Robert C. Valentini:

Quintic polynomials having Galois closure of genus zero with Galois group A5. 97-103 - Zihui Liu, Jie Wang:

Further results on Euclidean and Hermitian linear complementary dual codes. 104-133 - Nicholas M. Katz, Pham Huu Tiep:

Rigid local systems and finite symplectic groups. 134-174 - Hyok Choe, Chunghyok Choe:

The k-subset sum problem over finite fields of characteristic 2. 175-184 - Audie Warren

, Arne Winterhof
:
Conical Kakeya and Nikodym sets in finite fields. 185-198 - Khawla Lebed, Hongwei Liu, Jinquan Luo

:
Construction of MDS Self-dual Codes over Finite Fields. 199-207 - Boran Kim, Yoonjin Lee

, Jisoo Doo:
Classification of cyclic codes over a non-Galois chain ring Zp[u]/〈u3〉. 208-237 - Yansheng Wu

, Qin Yue, Gaohua Tang:
New ⁎-clean finite group rings under the conjugate involution. 238-245 - Zhi-Wei Sun:

Quadratic residues and related permutations and identities. 246-283 - Luis H. Gallardo, Olivier Rahavandrainy:

On Mersenne polynomials over F2. 284-296 - Anuradha Sharma

, Varsha Chauhan
:
Skew multi-twisted codes over finite fields and their Galois duals. 297-334 - Dongchun Han, Haode Yan:

On an open problem about a class of optimal ternary cyclic codes. 335-343

manage site settings
To protect your privacy, all features that rely on external API calls from your browser are turned off by default. You need to opt-in for them to become active. All settings here will be stored as cookies with your web browser. For more information see our F.A.Q.


Google
Google Scholar
Semantic Scholar
Internet Archive Scholar
CiteSeerX
ORCID














