Pages that link to "Item:Q2723478"
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The following pages link to An analogue of Hajós' theorem for the circular chromatic number (Q2723478):
Displaying 15 items.
- A dichotomy theorem for circular colouring reconfiguration (Q301588) (← links)
- Grassmann homomorphism and Hajós-type theorems (Q518115) (← links)
- A higher chromatic analogue of the image of \(J\) (Q520882) (← links)
- Graphs whose circular chromatic number equals the chromatic number (Q1125613) (← links)
- An analogue of Hajós' theorem for the circular chromatic number. II (Q1409583) (← links)
- Resource-sharing system scheduling and circular chromatic number (Q1770401) (← links)
- Circular colouring and orientation of graphs (Q1850626) (← links)
- The circular chromatic number of induced subgraphs (Q1880798) (← links)
- Hajós' theorem for list coloring (Q1886360) (← links)
- Hajós-like theorem for signed graphs (Q2408976) (← links)
- Minimal circular-imperfect graphs of large clique number and large independence number (Q2427550) (← links)
- (Q3980548) (← links)
- A simple proof of Moser's theorem (Q4256103) (← links)
- Circular chromatic number and Mycielski graphs (Q5894920) (← links)
- Circular chromatic number: A survey (Q5931460) (← links)