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In the Mixed Chinese Postman Problem (MCPP), given an edge-weighted mixed graph G (G may have both edges and arcs), our aim is to find a minimum weight closed walk traversing each edge and arc at least once.

Let M be a mixed graph of order (ngeq1).

We study the General Routing Problem defined on a mixed graph and with stochastic demands.

Let M be a mixed graph of order n and (M_{U}) be its underlying graph.

Furthermore, we give bounds on the Hermitian-Randić energy of a general mixed graph.

For a mixed graph M, let (R_{H}(M)) be its Hermitian-Randić matrix.

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Mixed Eulerian Sandwich ProblemInstance: Given mixed graphs H1= V,E1∪A1) and H2= V,E2∪A2) with E1⊆E2,A1⊆A2.

The manufacturing features are decomposed into a series of general manufacturing features by using a mixed graph-based and rule-based algorithm.

Then we propose to study the problem in mixed graphs.

First, we will give some properties of a Hermitian-Randić matrix of mixed graphs.

In the beginning of this section, we first characterize the mixed graphs with cut-edge.

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