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Definition: Unitary Affine Space

An affine space \((A,V_A,v)\) is called an unitary affine space, if \(V_A\) is a vector space over the field of complex numbers \(\mathbb C\) and a complex scalar product \(\langle\cdot,\cdot\rangle\) is defined on \(V_A\).

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References

Bibliography

  1. Wille, D; Holz, M: "Repetitorium der Linearen Algebra", Binomi Verlag, 1994