Yoshifumi Hyodo

On a lower bound for the number of assemblies in fractional $2^m$ factorial designs of resolution $2\ell$ 

Journal of Statistical Planning and Inference 207 181 - 189 2020  Peer-reviewed

Existence conditions for balanced fractional $3^m$ factorial designs of resolution R({00,10,01,20,11}) 

Communications in Statistics-Theory and Methods 46(2) 942 - 966 2017  Peer-reviewed

On the existence conditions for balanced fractional 2^m factorial designs of resolution R^*({1}|Ω_l) with N<ν_l(m) 

International Journal of Statistics and Probability 5(4) 84 - 101 2016  Peer-reviewed

Existence conditions for balanced fractional $2^m$ factorial designs of resolution $2\ell+1$ derived from simple arrays 

Communications in Statistics-Theory and Methods 44(12) 2564 - 2570 2015  Peer-reviewed

Characterization of balanced second-order designs for 3 m Factorials 

Journal of Statistical Theory and Practice 6(1) 190 - 203 3 1, 2012  Peer-reviewed

E$^\ast$-optimal balanced third-order designs of resolution $\small\mathrm{R}^\ast(\{10, 01\})$ with $\small N < \nu(m)$ for $\small3^m$ factorials 

3 2020