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proper mappings
    On the Theory of Generalized Degree for Multivalued A—proper Mappings
    集值A—proper映射的广义度理论
    SOME PROPERTIES OF A--PROPER MAPPINGS WITH SINGLE--VALUED INTEGRAL DEGREE
    具单值整数度的A-Proper映射的某些性质(二)
    Generalized Degree Theory of Multivalued L—A—Proper Mappings
    集值L-A-Proper映射的广义拓扑度理论
    In this paper the theory of generalized degree for single—valued A—proper mappings is extended to the case of multivalued A—proper mappings.
    本文把单值A—proper映射的广义度理论推广到集值A-proper映射的情形。
    In this paper we extend A—proper mappings and their generalized Degree to generalized A—proper mappings.
    本文中推广 A—proper 映射及其广义度到广义 A—proper 映射的情形.
    It has been proved that the generalized degree formultivalued A—proper mappings which are of type(α)is singleton inte-ger and it is independent of injective schemes.
    证明了此类映射作为 A—proper映射时的广义度是单位整数且与内射格式的取法无关.
 

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