首页> 外文OA文献 >Relations between two inequalities $(B^{rac{r}{2}}A^pB^{rac{r}{2}})^{rac{r}{p+r}}ge B^r$ and $A^pge (A^{rac{p}{2}}B^rA^{rac{p}{2}})^{rac{p}{p+r}}$ and their applications (Current topics on operator theory and operator inequalities)
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Relations between two inequalities $(B^{rac{r}{2}}A^pB^{rac{r}{2}})^{rac{r}{p+r}}ge B^r$ and $A^pge (A^{rac{p}{2}}B^rA^{rac{p}{2}})^{rac{p}{p+r}}$ and their applications (Current topics on operator theory and operator inequalities)

机译:两个不等式之间的关系$(B ^ { frac {r} {2}} A ^ pB ^ { frac {r} {2}})^ { frac {r} {p + r}} ge B ^ r $和$ A ^ p ge(A ^ { frac {p} {2}} B ^ rA ^ { frac {p} {2}})^ { frac {p} {p + r}} $及其应用(关于算子理论和算子不等式的当前主题)

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