affine Collocations
affine1) I claim these finite open sets are affine schemes.
2) A more mathematically motivated account of affine connections.
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affine algebraic1) Thus it is an affine algebraic variety.
2) An irreducible affine algebraic set is also called an affine variety.
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affine connection1) A more mathematically motivated account of affine connections .
2) An affine connection defines a notion of development of curves.
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affine frame1) Four non-coplanar points in the scene define this affine frame .
2) Visual tracking routines initialized on the feature points that define the affine frame provide the location values.
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affine geometry1) In mathematics, affine geometry is the study of parallel lines.
2) Projective geometry is less restrictive than either Euclidean geometry or affine geometry .
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affine group1) Two affine Coxeter groups can be multiplied together.
2) The affine group has a unitary irreducible representation on the Hilbert space __FORMULA__.
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affine model1) We integrate this returnforecasting factor into an affine model .
2) Fortunately, the structure of the affine model allows a much simpler understanding.
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affine plane1) Rudimentary affine planes are constructed from ordered pairs taken from a ternary ring.
2) The Euclidean plane and the Moulton plane are examples of infinite affine planes .
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affine point1) Harris affine region points tend to be small and numerous.
2) The set of affine points is given by: __FORMULA__.
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affine scheme1) I claim these finite open sets are affine schemes .
2) Sometimes other algebraic sites replace the category of affine schemes .
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affine space1) Every linear space is also an affine space .
2) A small virtual sphere was displayed at this location in affine space .
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affine transformation1) Non-rigid transformations include affine transformations such as scaling and shear mapping.
2) For more information, consult the Wikipedia article on affine transformations .
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affine variety1) We shall show it is locally an affine variety .
2) Thus it is an affine algebraic variety .
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affines1) They are affines , allied to us by marriage.
2) Fans, in other words, are affines of media property and of other fans.
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