euclidean metric वाक्य
उदाहरण वाक्य
मोबाइल
- This cannot be done with the ordinary Euclidean metric.
- The boundaries of these neighborhoods are quotients of horospheres and thus have Euclidean metrics.
- Just as Euclidean space uses a Euclidean metric, so spacetime uses a Minkowski metric.
- The Minkowski metric is not a Euclidean metric, because it is indefinite ( see metric signature ).
- For parallel transport on a sphere, the implicit dependence is intrinsic to the non-euclidean metric.
- The Euclidean metric defines the distance between two points as the length of the straight line connecting them.
- The Euclidean metric defines the distance between two points as the length of the straight line segment connecting them.
- Remember, to measure all distances, I am using Euclidean metric, NOT the taxi-cab metric.
- The seventh cross product is for the Pauli spin in the 3-dimensional space with the Euclidean metric.
- This embedding induces a metric on the sphere, it is inherited directly from the Euclidean metric on the ambient space.
- I am going to assume that I am working in a Euclidean plane using ONLY the Euclidean metric to measure distances.
- Topologically Constrained Isometric Embedding ( TCIE ) is an algorithm based approximating geodesic distances after filtering geodesics inconsistent with the Euclidean metric.
- However, not every countable set is discrete, of which the rational numbers under the usual Euclidean metric are the canonical example.
- Euclidean metric distance calculation to compute the " branch metric " may be performed with a simple add / subtract operation.
- In the case the metric of the space being the Euclidean metric, and using standard notation, it becomes the classical Liouville equation
- It is a pseudo-Euclidean metric, or more generally a " constant " pseudo-Riemannian metric in Cartesian coordinates.
- Without further specifications, the term " unit disk " is used for the open unit disk about the standard Euclidean metric.
- Without appeal to an auxiliary metric, consider the effect of the pullback under " f " of the usual Euclidean metric.
- Oftentimes, the familiar Euclidean metric is not directly applicable because the patterns of shapes and images don't form a vector space.
- For example, in with Euclidean metric, a sphere of radius is nonempty only if can be written as sum of squares of integers.
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