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* "on test...dornier's new technology wing".
* "on test...dornier's new technology wing".
Last Update: 2016-03-03
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for higher education students from beverley either attend nearby institutions such as the university of hull, or ones further afield depending on test results.
for higher education students from beverley either attend nearby institutions such as the university of hull, or ones further afield depending on test results.
Last Update: 2016-03-03
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the connection and curvature of any riemannian manifold are closely related, the theory of holonomy groups, which are formed by taking linear maps defined by parallel transport around curves on the manifold, providing a description of this relationship.
the connection and curvature of any riemannian manifold are closely related, the theory of holonomy groups, which are formed by taking linear maps defined by parallel transport around curves on the manifold, providing a description of this relationship.
Last Update: 2016-03-03
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an affine connection is a rule which describes how to legitimately move a vector along a curve on the manifold without changing its direction.
an affine connection is a rule which describes how to legitimately move a vector along a curve on the manifold without changing its direction.
Last Update: 2016-03-03
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=== affine connections ===the curvature of a spacetime can be characterised by taking a vector at some point and parallel transporting it along a curve on the spacetime.
===affine connections===the curvature of a spacetime can be characterised by taking a vector at some point and parallel transporting it along a curve on the spacetime.
Last Update: 2016-03-03
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