论文标题
递归着色功能，没有$π_3^0 $ for Hindman定理的解决方案
A recursive coloring function without $Π_3^0$ solution for Hindman theorem
论文作者
论文摘要
我们证明存在递归着色函数$ c $，因此任何$π^0_3 $设置都不是Hindman定理的$ C $的解决方案。我们还表明，存在一个递归着色函数$ c $，因此任何$δ^0_3 $ set s n n n os to Thrim of Thrimest Indiment Inderem besh n of The of The of Thrim toss的总和最多限制了Hindman定理的解决方案。
We show that there exists a recursive coloring function $c$ such that any $Π^0_3$ set is not a solution to $c$ for Hindman's theorem. We also show that there exists a recursive coloring function $c$ such that any $Δ^0_3$ set is not a solution to $c$ for Hindman's theorem restricted on sum of at most three numbers.
