2010•Journal of Changzhou Institute of TechnologyRequires access

A Proof Based on the Product Sets Theory of Countable Cardinality of

Cheng Ying-hang

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Abstract

The cardinalities of Cand E∞ are discussed based on the product sets theory of countable cardinality,whose cardinality still is ■.It is testified that the countable condition can′t be ■ because the cardinality of all the real function in bigger than ■.

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What this paper is about

The cardinalities of Cand E∞ are discussed based on the product sets theory of countable cardinality,whose cardinality still is ■.It is testified that the countable condition can′t be ■ because the cardinality of all the real function in bigger than ■.

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Available abstract

The cardinalities of Cand E∞ are discussed based on the product sets theory of countable cardinality,whose cardinality still is ■.It is testified that the countable condition can′t be ■ because the cardinality of all the real function in bigger than ■.

Key concepts: Cardinality (data modeling), Countable set, Mathematics, Product (mathematics), Function (biology), Discrete mathematics, Cardinal number (linguistics), Combinatorics

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