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  • Geometry of Real Inner Product Spaces
    Walter Benz
    978-3-7643-8541-5
    2007
    Edition 2
    • Dimension-free presentation
    • Inclusion of proofs of newer theorems characterizing isometries and Lorentz transformations under mild hypotheses
    • Common presentation for finite and infinite dimensional real inner product spaces X on an elementary basis, i.e., avoiding transfinite methods
    • Highlights like the projective approach to dimension-free hyperbolic geometry or the priniple of duality are developed
    • Includes supplementary material: sn.pub/extras

    €174

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