A Novel Sudoku from Perfect Codes over the Ring of Integers Modulo n
A submitted manuscript connecting perfect codes over Z/nZ to Sudoku-style combinatorial game construction.
A manuscript on constructing Sudoku-type games from perfect codes over the ring of integers modulo n.
problem
Sudoku-like games can be treated as mathematical structures, but their construction from perfect-code theory needs explicit provenance.
key idea
Use perfect codes over the ring of integers modulo n as the construction substrate for novel Sudoku-type games.
my role
Research contributor and application builder.
methods
- • Perfect-code construction
- • Modular-ring combinatorics
- • Game-structure design
evidence / results
- • Submitted manuscript tracked in the Overleaf project index
- • Related to the public Sudoku/game artifact line
why this belongs in the portfolio
- • Links coding-theory constructions to public-facing artifacts
- • Keeps the maker/research bridge visible
authors
Jae-Hyun Baek et al.
venue / status
Submitted coding-theory manuscript
Submitted/draft manuscript; paired with the broader symmetric Sudoku manuscript in the inventory.
tags