论文标题
非线性优化调度的广义数学公式
Generalised Mathematical Formulations for Non-Linear Optimized Scheduling
论文作者
论文摘要
实际上，大多数优化问题是非线性的，需要某些交互式解决方案和模型方法。在5G高级和超越网络切片中，数学对用户进行建模，由于多个依赖关系，服务分布的类型及其自适应SLA很复杂。为了促进上述内容，在本文中，我们提出了新颖的非线性数学公式和结果，这些制定将构成实现优化调度的基础。
In practice, most of the optimization problems are non-linear requiring certain interactive solutions and approaches to model. In 5G Advanced and Beyond network slicing, mathematically modeling the users, type of service distributions and its adaptive SLAs are complex due to several dependencies. To facilitate the above, in this paper, we present novel Non-linear mathematical formulations and results that will form the base to achieve Optimized Scheduling.
