Intriguing idea. I don't know of such an approach being implemented in a functional, available SNP-caller. However, a couple points come to mind.
First, not all SNPs in dbSNP are of the same standard or confidence.
Two, such a SNP-caller as envisioned in the question would need to take into account population in the sense that a called SNP might have non-zero minor allele frequency (MAF) in south Asians, for example, but zero MAF in Africans (or in one population from Africa). Think of the results of calculations for Neandertal genome in Homo sapiens: ~4% in non-Africans, essentially 0% in Africans.
Three, applying such to admixed populations would be - complex, to say the least.
So, perhaps all I've done is outline some concerns or constraints for algorithm design. Maybe if there is such a SNP-caller out there, these are a couple points to apply to it as a test of its robustness.
I am interested in this..so far I could not find one...
SOAPsnp can do that, I think.
I guess there could be some problems in doing what you suggest. How much evidence from the data would you be ready to throw away in order not to disagree with dbSNP? And would not already existing - less biased - filters (e.g. quality of the bases, uniqueness of the mapping, observing the variant on both strands, etc...) already be sufficient? And if they're not sufficient should one not rethink the experimental design - (say sequence less regions with higher coverage?) instead of using very informative priors? I am genuinely unsure, I am not claiming what you suggest is unsuitable.
I am saying common sense would dictate the bar should be lower for calling SNPs that we know exist in our population of interest than for novel SNPs, sometimes called SNV's. As Larry and others have mentioned, the "population of interest" is certainly up for debate.