A Banach Space is a complete normed space.

Named after Stefan Banach 1892 – 1945.

In contrast a Hilbert Space is a complete inner product space.

A metric may be used to define the a norm.

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A Banach Space is a complete normed space.

Named after Stefan Banach 1892 – 1945.

In contrast a Hilbert Space is a complete inner product space.

A metric may be used to define the a norm.