Just to complement David's answer:
Genomic Convergence of Genome-wide Investigations for Complex Traits
A lot of good examples in the references of this paper.
But, I disagree on the pedigree part. Neither type of studies needs a pedigree to proceed. Both can use a pedigree in calculations to help sort out the correlations with the phenotype Anyway, it's much harder to use GWLS in the same way GWAS because of genetic drift, demographic stochasticity (including migration), selection and genetic linkage. You could have a highly penetrant allele with essentially no LD, just by the action of drift. This is quite probable in loci with low effetive population size (Ne). GWAS somewhat mitigates this effect by using an Ne-independent definition of SNPs and related polymorfisms. It's also important to stress that the differences posted by David apply very well when the background scenario is Mendelian, assumption that is becoming increasingly complicated.
I can say that GWLS and GWAS address pretty different questions. GWLS if properly conducted can access the genetic architeture of a trait and answer if a given configuration of alleles is related to a trait. You also can answer questions about selection and drift. So, variants don't need to be independent. On the other hand, you must be quite precise about your haplotypes and their blocks. By the way, math can be very complicated in this case.
GWAS are much more simple to conduct. You simply count and test each variant independently, then in pairs, etc. No need to worry with genome structure, population genetics and similar stuff.
So, both approaches do have an overlap in applications. But, it's clear that you can use them in very different problems.