Here's how my graph looks like.
g = TinkerGraph.open().traversal()
school1 = g.addV('school').property('id', '1').next()
school2 = g.addV('school').property('id', '2').next()
student1 = g.addV('student').property('id', '3').next()
student2 = g.addV('student').property('id', '4').next()
g.addE('students').from(school1).to(student1)
g.addE('students').from(school1).to(student2)
g.addE('students').from(school2).to(student1)
I want to find the out the students who are common to both the schools. To extend the logic, what'll happen if I want to write a generic infinite traversal logic for the same.
gremlin> g.V(school1).out('students').filter(__.in('students').is(school2)).valueMap(true)
==>[id:4,label:student,id:[3]]
Not sure what you mean by "write a generic infinite traversal logic for the same" though.