Generation of DNA Codes from Abelian Groups
Master of Science (MS)
Date of Award
In this work, we present a circulant-matrix construction for reversible codes derived from Abelian groups. By employing this matrix construction, we show how one can construct reversible codes of over the finite field F4. We apply this in the construction of synthetic DNA codes that satisfy the Hamming distance, the reverse, the reverse-complement, the GC-content constraints, free from secondary structures and are complete conflict free. With the generated DNA codes satisfying all these constraints, we get codes that are more chemically active and highly useful for DNA computing, storage, etc.
Applied Mathematics | Physical Sciences and Mathematics
Acquah, Emmanuel, "Generation of DNA Codes from Abelian Groups" (2023). Electronic Theses & Dissertations. 1060.