The New Encyclopaedia Britannica: Micropaedia. Ready Reference : A-Bayes, Volume 1 |
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Page 457
In the case of the space of all real n-tuples with the inner product defined as in
the examples above, these concepts of length and distance coincide with the
usual Euclidean distance. Hence, any real inner product space is called a
Euclidean ...
In the case of the space of all real n-tuples with the inner product defined as in
the examples above, these concepts of length and distance coincide with the
usual Euclidean distance. Hence, any real inner product space is called a
Euclidean ...
Page 517
A linear space space of functions in which every parallelogram has this property
is called a Hilbert space, in honour of Hilbert, whose penetrating investigations of
integral equations in certain particular spaces of this kind influenced the ...
A linear space space of functions in which every parallelogram has this property
is called a Hilbert space, in honour of Hilbert, whose penetrating investigations of
integral equations in certain particular spaces of this kind influenced the ...
Page 890
Experiencing space Appreciating mass Function as an element to achieve
organization Analysis ... Nave toward the apse, S. Giorgio Maggiore, Venice,
designed by Andrea Palladio, 1566; an example of Renaissance space. Osvaldo
Bohm— ...
Experiencing space Appreciating mass Function as an element to achieve
organization Analysis ... Nave toward the apse, S. Giorgio Maggiore, Venice,
designed by Andrea Palladio, 1566; an example of Renaissance space. Osvaldo
Bohm— ...
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The New Encyclopaedia Britannica: Micropaedia. Ready Reference : A ..., Volume 1 University of Chicago No preview available - 1991 |
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