quadric艙ur造句

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absolute quadric In this paper , we prove that given n images captured by a pinhole camera with varying parameters and under general motion , the number of independent kruppa constraints is 5n - 9 , and it...
axis complex of a quadric Axis complex of a quadric
axis of a quadric Axis of a quadric
binary quadric form Binary quadric form
central quadric Central quadric surface
central quadric surface Central quadric surface
degenerate quadric Elliptic cones are sometimes considered to be degenerate quadric surfaces as well. In a complex projective space of dimension there are no ovoidal quadrics, because in that case any non de...
general quadric surface Representation of general quadric surfaces with useful operations will require an algebra ( that appears to be unknown at this time ) that extends QGA.
klein quadric This corresponds to a one-dimensional linear subspace belonging to the Klein quadric. In 2016 Hans Havlicek showed that there is a one-to-one correspondence between Clifford parallelisms a...
lie quadric Lie sphere geometry is the geometry of the Lie quadric and the Lie transformations which preserve it. The set of all lines on the Lie quadric is a 3-dimensional manifold called the space o...
nonsingular quadric now this question is fairly easy if m = 0, given that the tangent hyperplane through a given point p cuts the quadric in a cone, with p as top and as basis a nonsingular quadric of two dim...
projective quadric This is the affine cone over the projective quadric " S ".
quadric In 2002 the company name was shortened to be simply Quadrics. A quadric is thus an example of an algebraic set. For the projective theory see Quadric ( projective geometry ). In August 200...
quadric cone Together, these two possibilities for the intersection of and demonstrate that is a quadric cone. The dimension bound here is optimal, as shown by the example of the 3-dimensional quadric ...
quadric cylinder A suitable stereographic projection shows : \ mathcal L ( K ) is isomorphic to the geometry of the plane sections on a quadric cylinder over field K.
quadric equation The linear regression models and the non - linear regression models are established respectively , which can be used in monitoring the grassland biomass based on the vegetation indices . f...
quadric expression Thus the density function is a scalar-to-scalar transformation of a quadric expression. Moreover, the equation for any iso-density surface states that the quadric expression equals some co...
quadric form Binary quadric form The optimal control for linear generalized system based on target function of linear quadric form A simple method of solving an orthogonal transformation with a primary...
quadric geometric algebra Versors are mathematical operators that will likely gain usage in the years ahead ( see Conformal geometric algebra or Quadric geometric algebra also by me ), and the biradial is ( I guess...
quadric hypersurface The space of circles in the plane ( or spheres in space ), including points and lines ( or planes ) turns out to be a manifold known as the Lie quadric ( a quadric hypersurface in projecti...
quadric of stress Quadric of stress
quadric of stretching Quadric of stretching
quadric surface Elliptic cones are sometimes considered to be degenerate quadric surfaces as well. Quadric surfaces include ellipsoids ( including the sphere ), paraboloids, hyperboloids, planes. which ca...
quadric surfaces Elliptic cones are sometimes considered to be degenerate quadric surfaces as well. Quadric surfaces include ellipsoids ( including the sphere ), paraboloids, hyperboloids, planes. which ca...
singular quadric by means of a suitable projective transformation ( normal forms for singular quadrics can have zeros as well as ? as coefficients ). A line on a ( which can also be interpreted as the non-...