2 citations · 2 across the 6 of their papers we have counts for
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Generalized Multivariate Hypercomplex Function Inequalities and Their Applications
Shih-Yu Chang
This work extends the Mond-Pecaric method to functions with multiple operators as arguments by providing arbitrarily close approximations of the original functions. Instead of usin…
Multivariate Mond-Pecaric Method with Applications to Hypercomplex Function Sobolev Embedding
Shih-Yu Chang
Mond and Pecaric introduced a method to simplify the determination of complementary inequalities for Jensen's inequality by converting it into a single-variable maximization or min…
Generalized Converses of Operator Jensens Inequalities with Applications to Hypercomplex Function Approximations and Bounds Algebra
Shih-Yu Chang
Mond and Pecaric proposed a powerful method, namd as MP method, to deal with operator inequalities. However, this method requires a real-valued function to be convex or concave, an…
Algebraic Riccati Tensor Equations with Applications in Multilinear Control Systems
Yuchao Wang, Yimin Wei, Guofeng Zhang +1
In a recent paper by Chen et al. [8], the authors initiated the control-theoretic study of a class of discrete-time multilinear time-invariant (MLTI) control systems, where system…