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An Eulerian graph is connected and, in addition, all its vertices have even degree.
chebyshev orthogonal polynomials T2n of the first kind and of even degree are used in two examples.
Differentially 4 uniform permutations with high nonlinearity on fields of even degree are crucial to the design of S-boxes in many symmetric cryptographic algorithms.
Yet the single biggest indicator of whether a country is violent in itself, or would be violent militarily, is not poverty, access to natural resources, religion or even degree of democracy, it's violence against females.
For a polynomial symbol φ of degree greater than one we show that the operator is mean ergodic if and only if it is power bounded and this is the case when φ has even degree and lacks fixed points.
For the generalized KdV equation, the semi-discrete formulation is shown to preserve both the first and the third conserved integrals, and approximately preserve the second conserved integral; for the linearized KdV equation, all the first three conserved integrals are preserved, and optimal error estimates are obtained for polynomials of even degree.
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The construction is based on the superconvergence property of the interpolatory polynomial splines of even degrees.
The other 10 are associated with the TB functions with even degrees, which can be called even time solutions.
As shown in Fig. 4, the difference between the odd and even degrees of (({mathcal {O}}text {mathcal {F}})_{dot B}) is even more significant.
By the definition of a i, j, a j, i we know that all the vertices of V i and V j have even degrees in this graph.
An Approximation Algorithm for the Disjoint Paths Problem in Even-Degree Planar Graphs.
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