The following pages link to Cohesive sets and rainbows (Q386619):
Displaying 13 items.
- Degrees bounding principles and universal instances in reverse mathematics (Q490869) (← links)
- \( \mathsf{SRT}_2^2\) does not imply \(\mathsf{RT}_2^2\) in \(\omega \)-models (Q2048618) (← links)
- Combinatorial principles between \(\text{RRT}_2^2\) and \(\text{RT}_2^2\) (Q2258112) (← links)
- Pigeons do not jump high (Q2313367) (← links)
- Some logically weak Ramseyan theorems (Q2453567) (← links)
- Continuous cohesion over sets (Q2927669) (← links)
- Controlling iterated jumps of solutions to combinatorial problems (Q2964279) (← links)
- THE DEFINABILITY STRENGTH OF COMBINATORIAL PRINCIPLES (Q2976345) (← links)
- The strength of the rainbow Ramsey Theorem (Q3655258) (← links)
- A cohesive set which is not high (Q4304787) (← links)
- The weakness of the pigeonhole principle under hyperarithmetical reductions (Q5163163) (← links)
- OPEN QUESTIONS ABOUT RAMSEY-TYPE STATEMENTS IN REVERSE MATHEMATICS (Q5346692) (← links)
- The coding power of a product of partitions (Q6165184) (← links)
