集值映射联合逼近的惟一性

On Uniqueness of Simultaneous Approximation to Set-Valued Mapping

利用 Banach空间 p阶一致凸几何性质 ,导出了有限个取值于 Banach空间的、有界子集上的上半连续集值映射最佳联合逼近的 p阶强惟一性 ,并且给出了相应推论 .

Consider of the uniqueness of best simultaneous approximation to set valued maps.Using the modulus of convexity in Banach space and give some corollary of the theorem.