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Surjective isometries on Grassmann spaces — Hungarian Consortium

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Buy As Gift. It is designed to set forth, as far as is possible in so brief a work, the remarkable adaptability and effectiveness of the methods used as applied to the various problems and operations of geometry and mechanics.


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The ideas of direction and position appear to the writer to be as simple and fundamental as that of magnitude, and an algebra which deals directly with all three of these ideas should not be greatly more difficult than the ordinary one, which deals with magnitude only. The result of using such an algebra is an extraordinary gain in the brevity of operations and the expressiveness of formulas and equations.

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Surjective isometries on Grassmann spaces

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