yes
hehe, using normal logic, yes, it would seem impossible that anything can ever have zero resistance. after all, resistance is caused from collisions with the lattice, or with each other (electron bumping into another electron).
however, with superconductors, they have this strange property that allows current to move without resistance. i.e. at some critical temperature, it doesn't collide with the lattice, or with each other. this has of course been proven using experiments, but what was strange was that they believe there would be minimal or no resistance at a 0 degrees kelvin, but instead it happens at a higher, critical temperature.
how is this possible?
the BCR theory (letters of the names of the people who came up with this) is that electron current in a superconductor is of a different form - i.e. it has an extra feature. Rather than moving singularly, in an unordered manner, it instead moves in pairs, called cooper pairs.
The first electron passing through the lattice, causes the lattice to distort. the positively charged lattice is attracted to the first electron, and so bends towards it. when it bends, it releases a phonon, a packet of sound energy. A second electron, that is behind the first, is accelerated towards the first, due to the distorted lattice (attracted to the positive charges, which have themselves, been attracted to the first electron). The energy for it to accelerate, is through the absorption of this phonon. So effectively the first electron has emitted a phonon, which is absorbed by the second, allowing the second electron to accelerate towards the first, and become a "pair"
Of course, this doesn't last long. Cooper pairs continually break and form, and its this pattern that allows the electrons to avoid colliding with the lattice, and with other electrons.