euclidean造句
31 A new RS ( Reed - Solomon ) code decoding algorithm based on the Euclidean Divi - sion is presented.
32 The results showed that this method could be used to reconstruct the surgical scene in a close Euclidean space.
33 Complex network can be tangible objects in the Euclidean space, such as electric power grids, the Internet, highways or subway systems, and the neural network.
34 Different from the Euclidean distance, Mahalanobis distance is independent of the scale of the features and can reflect the internal structure.
35 The paper introduces the one of non- Euclidean geometry - hyperbolic geometry into special theory of relativity.
36 In the classical differential geometry which deals with the theory of curves and surfaces of three dimensional Euclidean space, the most distinctive study is the Weingarten surface.
37 Economics is not a straightforward discipline like Newtonian mechanics or Euclidean geometry.
37try its best to gather and create good sentences.
38 A few good necessary and sufficient conditions are given by using length relation for symmetrical transformation on Euclidean space.
39 In addition, we prove the performance ratio of the convex hull insertion for the traveling salesman problem in Euclidean plane has the upper bound about a logarithmic function of the number of nodes.
40 Using some fundamental definition and theorem of unitary space, this paper comes to several conclusions of Hermitian matrix which is parallel to symmetric matrix of Euclidean space.
41 Mathematically it corresponds to a linear transformation for a set of points in the Euclidean space.
42 Euclidean geometry is a mathematical system attributed to the Greek mathematician Euclidof Alexandria.
43 A nonexistence theorem is established for F-harmonic map with finite F-energy from Euclidean space to any Riemannian manifold.
44 The technique supports Euclidean distance measure and L - shift Euclidean distance measure.
45 A united method for greatest common factor and least common multiple of two elements in Euclidean ring is given.
46 The ideal element is a bridge that Euclidean space geometry transits to projection geometry, a cornerstone in project geometry.
47 This method include 3 D Euclidean distance transform, computer the Hessian matrix in every voxel, and visibility test.
48 Given the vectors, one can calculate the distance between two items using measures such as the Manhattan Distance, Euclidean distance, or cosine similarity.
49 The method of fundamental solutions(MFS), one of the radial basis function(RBF) methods, employs the fundamental solutions to the governing differential operator as the Euclidean distance based RBF.
50 The non - Euclidena geometries were in effect subordinated to Euclidean geometry.
51 The simulation results showed that the minimum Euclidean distance and channel capacity were dependent on relative radii and were independent of relative phase.
52 In the third chapter, we discuss the annealing process on the Euclidean space.
53 A few good necessary and sufficient conditions are given by using inner product and length relation for antisymmetric transformation on Euclidean space.
54 On the foundation of the conception of orthonormal basis in finite dimensional Euclidean space, this paper provides the theory of completely orthonormal system in infinite dimensional Euclidean space.
55 Euclidean norm theory was used to select and optimize the contractors during the evaluation work of the construction projects.
56 A new method to deform surfaces using radial basis function is proposed by replacing the Euclidean distance as geodesic distance.
57 Instructed here Euclidean algorithm, modulus arithmetic as well as the input and output of big numbers.
58 The Euclidean distance is usually chosen as the similarity measure in the conventional K-means clustering algorithm, which usually relates to all attributes.
59 Fractal Geometry is an expanding and deepening system of Euclidean geometry and essentially a new Weltanschauung and methodology.
60 Lastly, we extend Erd s - Mordell inequality to n dimensional Euclidean space E ~ n ( n 3 ).
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