Dialectical Logic K-model: On Multidimensional Discrete Dynamical Sampling System and Further Properties of Kirchhoff Matrices

Yaozhi Jiang

Journal of Mathematics Research, 2018, vol. 10, issue 3, 20-34

Abstract: In order to solve the problem of multidimensional logic variable true value function remarked in the paper(Yaozhi Jiang., 2017), now author has used discrete multiple Fourier transform to deal with the problem remarked above, and obtained an theoretical formulations of discrete multidimensional Fourier transform for that multidimensional logic variable true value function is unknown or we need the frequency properties of multidimensional logic variable true value function. Another problem is about further and deeper properties of Kirchhoff matrices defined in author¡¯s paper(Yaozhi Jiang., 2017), author has established a series of matrix expression for Kirchhoff laws and some new properties of Kirchhoff matrices. These results are all compute-able and complicated.

Keywords: Multidimensional discrete dynamical sampling system; Discrete multiple Fourier transform; Multidimensional logic variable Kirchhoff matrices; Matrix expression of Kirchhoff flow function law; Matrix expression of Kirchhoff power function law (search for similar items in EconPapers)
Date: 2018
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