Tychonoff Products of Weakly Subortho-compact Spaces

The following conclusions are proved:(1) Let X= Πσ ∈ΣXσbe │Σ│-paracompact,then it is weakly subortho-compact if Πσ∈FXσis weakly subortho-compact for every F∈[Σ] ω.(2) For countable paracompact X=∏i∈ωXi,the followings are equivalent:X is weakly subortho-compact,F∈[ω] ω,∏i∈FXi is weakly subortho-compact;n∈ω,∏i≤nXi is subortho-compact.