【摘要】 由N-函数生成的赋广义Orlicz范数的Orlicz函数空间中每一点x都对应唯一k_x:||x||_M,p=1/（k_x）[1+ρ_M^p（k_xx）]1/p.文中给出了inf{k_x:||x||_M,p=1}>1和{k_x:a≤||x||_M,p≤b}（b≥a>0）有界的充要条件.更多还原

【Abstract】 On the Orlicz function spaces generated by N - a function and equipped with the generalized Orlicz norm, there exists k_x such that || x ||_M,p=1/K_x[1 +ρ_M^P（K_xx）]^1/（?） for every x∈L_M,p.Both sufficient and necessary conditions were presented to make the bounded of inf {k_x:|| x ||_M,p= 1}>1 and {k_x:a≤|| x||_M,p≤b}（b>a>0）.更多还原