In the existing definition of a neutrosophic planar graph, there is a limitation. In that definition, the value of falsity in degree of planarity is 1, even then the crisp underline graph is planar. This limitation is removed in the proposed definition. In this study, an advanced concept of the neutrosophic planar graphs is given and investigated the generalized neutrosophic planar graphs (GNPG). The score of planarity is calculated based on the true, falsity and indeterminacy values of degree of planarity to measure the overall planarity of a GNPG. And a few related properties are investigated. A real-life application is presented and solved by this concept of a GNPG.

在中智平面图的现有定义中，存在局限性。在该定义中，平坦度的虚假值是1，即使那时清晰的下划线图是平坦的。在建议的定义中删除了此限制。在这项研究中，给出了中智平面图的高级概念，并研究了广义中智平面图（GNPG）。基于平面度的真实，错误和不确定性值来计算平面度分数，以测量GNPG的整体平面度。并研究了一些相关特性。GNPG的概念提出并解决了现实生活中的应用。