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期刊论文
Oscillation of Self-Adjoint Second-Order Vector Difference Equations to the Parameter
PERGAMON Computers and Mathematics with Applications 45(2003)1591-1600，-0001，（）：
This paper is concerned with oscillation of self-adjoint second-order vector difference equations with respect to a parameter. Properties of zeros and monotonicity of matrix-valued so-lutions are studied. The oscillation of two consecutive polynomials for vector-valued solutions is discussed. A separation theorem for matrix-valued solutions is also obtained.
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