2004•Journal of Tianjin Adult Higher LearningRequires access

Concretization Problems of Integral Upper Limit Function

Wenrui Du

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Abstract

In high mathematics function existing theorem is very important, but its contrary theorem does not hold water. Some new teaching materials neglect this fact ,therefore problems are caused when integral upper limit function is concretized.The relation between integral upper limit function and the original function shlwld be known if the concretization problem of integral upper limit function is to be resolved.

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In high mathematics function existing theorem is very important, but its contrary theorem does not hold water. Some new teaching materials neglect this fact ,therefore problems are caused when integral upper limit function is concretized.The relation between integral upper limit function and the original function shlwld be known if the concretization problem of integral upper limit function is to be resolved.

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Available abstract

In high mathematics function existing theorem is very important, but its contrary theorem does not hold water. Some new teaching materials neglect this fact ,therefore problems are caused when integral upper limit function is concretized.The relation between integral upper limit function and the original function shlwld be known if the concretization problem of integral upper limit function is to be resolved.

Key concepts: Limit (mathematics), Function (biology), Mathematics, Mathematical analysis, S function, Improper integral, Daniell integral, Calculus (dental)

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