The topics of the conference cover, but are not limited to, the following:

• Structure of finite fields, normal bases, primitive elements, polynomials, etc.
• Constructions of finite fields, algorithms and complexity.
• Arithmetic theory of function fields and its connections to number theory and algebraic geometry.
• Applications to coding theory, combinatorial designs, cryptology and connections between these areas.
• Exponential sums and coding theory, sequences and arrays over finite fields.
• Codes over finite rings, bent functions and related topics.

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• further in AAECC Conferences