讨论一类非自治带量子纠正的修正Zakharov方程组在无穷格点上解的渐近行为.应用截断函数的技巧证明该格点方程组紧致核截面的存在性,并给出核截面的Kolmogorov-ε熵的上界估计.
This work discusses the asymptotic behavior of solutions of the modified Zakharov equations with a quantum correction on infinite lattices. The authors use the technique of truncation function to derive the existence of compact kernel sections and give an upper bound for the Kolmogorov c-entropy of the obtained compact kernel sections.