# Ore’s condition for completely independent spanning trees

**Type:** Papers  
**Canonical URL:** https://picoportal.org/library/papers/ore-s-condition-for-completely-independent-spanning-trees/

## Facts

| Field | Value |
| --- | --- |
| Author Names | Genghua Fan,Yanmei Hong,Qinghai Liu |
| Citations | 58 |
| DOI | 10.1016/j.dam.2014.06.002 |
| Fields | Computer Science,Mathematics |
| Open Access | true |
| OA Status | bronze |
| OA URL | https://www.sciencedirect.com/science/article/pii/S0166218X14002662/pdf |
| OpenAlex ID | https://openalex.org/W1963897549 |
| Type | article |
| Year | 2014 |

## Paper authors

- [Qinghai Liu](https://picoportal.org/library/researchers/qinghai-liu/)

## Paper journal

- [Discrete Applied Mathematics](https://picoportal.org/library/journals/discrete-applied-mathematics/)

## Paper primary topic

- [Advanced Graph Theory Research](https://picoportal.org/library/topics/advanced-graph-theory-research/)

## Paper topics

- [Advanced Graph Theory Research](https://picoportal.org/library/topics/advanced-graph-theory-research/)
- [Graph theory and applications](https://picoportal.org/library/topics/graph-theory-and-applications/)
- [Complexity and Algorithms in Graphs](https://picoportal.org/library/topics/complexity-and-algorithms-in-graphs/)

---
Source: PICO Portal — public research metadata, principally OpenAlex. See https://picoportal.org/library/sources/ for provenance and https://picoportal.org/library/methodology/ for what these figures mean.