Chapter 2 analyzes the symmetric structure of linear and bilinear control systems.

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Matrix to determine whether it is reflexive and symmetric, Discrete Mathematics in the binary relation.

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A binary relation on a set that is reflexive and symmetric is called a compatible relation.

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In greater than two space dimensions, there is one new consistent statistics in which all representations of the symmetric group can occur. This is infinite statistics, which is also called quantum Boltzmann statistics.

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For the case of A1 symmetric defect states near the bott

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We proved that under some concrete conditions imposed on μ, e and restrictions on the boundary value, the operator of Maxwell's equations becomes a symmetric ...

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Finally,we discuss the existence of symmetric positive solutions for p-Laplacian two point boundary value problem on time scales.

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We prove that a bounded hyperconvex domain D is Bergman complete if the pluricoinplex Green function is symmetric.

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We prove that a bounded hyperconvex domain D isBergman complete if the pluricomplex Green function is symmetric.

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In Chapter 2, we obtain the boundedness of solutions and the existence of invariant tori for an symmetric conservative system.

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