## CryptoDB

### Takayuki Yoshiwara

#### Publications

Year
Venue
Title
2002
EPRINT
From a view point of cryptography, we define a new covering radius of Reed-Muller codes as the maximum distance between $t$-{\it resilient} functions and the $r$-th order Reed-Muller code $RM(r,n)$. We next derive its lower and upper bounds. We also present a table of numerical data of our bounds.

#### Coauthors

Tetsu Iwata (1)
Kaoru Kurosawa (1)