![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjr3ZHHxSnUYjOV6bq8Kwn6Afr1hwlp2QxH1424CRNsb5qy9zyHlO8-VF1xLB5K_hzTEse73XyIhdVFbxozhoL-AVgD-pYksV9M2S83y_BOV4wRlnSJzd1TPmwhu-3p4o1PcSVOvZupujs/s400/PvsNP.jpg)
A few episodes back in Wednesday Math, I reported on a soon to be published proof that was supposed to answer once and for all whether the problems in the set P had any overlap with the seemingly tougher problems in the set NP. Vinay Deolalaikar said he had proved they had no overlap, but his proof was found to have a few glitches in it.
I hope he didn't start spending the million dollar prize he would have pocketed if his work had been right, because that would be embarrassing.
The search continues.
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