In this paper, rational extensions of affine vertex operator algebras Lsl3 （k, O） with k Institute of Mathematics, University of Tsukuba, Tsukuba, Japan Z＋ are classified by modular invariants.
Certain problems concerning state constraints and control constraints can often be reduced to the study of positive invariance of some subsets of the state space of dynamical systems. The robust positive invariance of...Certain problems concerning state constraints and control constraints can often be reduced to the study of positive invariance of some subsets of the state space of dynamical systems. The robust positive invariance of given linear state constraint sets of uncertain discrete-time systems is studied by the mixed monotone decomposition method. Necessary and suffi-展开更多
基金the Henan Postdoctoral Funding and National Science Foundation for Postdoctoral Science of Science （No. 2017M612409）, China.
文摘In this paper, rational extensions of affine vertex operator algebras Lsl3 （k, O） with k Institute of Mathematics, University of Tsukuba, Tsukuba, Japan Z＋ are classified by modular invariants.
文摘Certain problems concerning state constraints and control constraints can often be reduced to the study of positive invariance of some subsets of the state space of dynamical systems. The robust positive invariance of given linear state constraint sets of uncertain discrete-time systems is studied by the mixed monotone decomposition method. Necessary and suffi-
