Examples of using Orthogonal in English and their translations into Swedish
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Colloquial
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Official
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Medicine
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Ecclesiastic
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Ecclesiastic
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Official/political
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Computer
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Programming
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Political
Its eigenspaces are orthogonal.
Surface approximation of the anthropogenic constructions by faces of the orthogonal hexahedral mesh;
Approximation of the geological surface layout by faces of the orthogonal hexahedral mesh;
H→ H that maps x to v is called the orthogonal projection onto V.
In mathematics, Gottlieb polynomials are a family of discrete orthogonal polynomials introduced by Morris J. Gottlieb 1938.
Orthogonal polynomials, operators
point is the orthogonal projection of on, and is the point on such that is perpendicular to.
Define rotations, reflexions and orthogonal projections in two and three dimensions
In the space with orthogonal coordinate system we denote by the set of all points with are integers,
detector that provides topographic imaging along two orthogonal directions to enhance surface detail.
In infinite-dimensional Hilbert spaces, some subspaces are not closed, but all orthogonal complements are closed.
The"semiprojection" of a point on a line will mean the midpoint between the point and its orthogonal projection on the line.
Bialecki and R. Fernandes,“An alternating-direction implicit orthogonal spline collocation scheme for nonlinear parabolic problems on rectangular polygons,” SIAM Journal on Scientific Computing.
are a class of classical orthogonal polynomials.
regardless how orthogonal they may be.
Each orthogonal signal is mixed with a LO light source,
Ideally, the mechanism should exhibit pure orthogonal motions- that is, an x-y device must only have degrees of freedom along the x and y axes.
Two vectors are considered orthogonal if their inner product is zero.
so must be the external angle bisector of, and thus orthogonal to the angle bisector of.
This may be particularly useful for visualization of the structure of the bronchi as these do not lie orthogonal to the direction of the scan.