  We consider the problem of supporting H-ARQ with polar codes. For supporting
H-ARQ, we propose to create redundancy versions based on different, but
equivalent, subsets of a polar code. The equivalent subsets are created from an
initial subset of a polar code using an inherent symmetry in polar code
construction. A greedy construction is used to create the initial subset of a
polar code. We demonstrate performance of proposed constructions via
simulations for binary input AWGN channel. We demonstrate that a (4096, 1024)
polar code can be divided into two disjoint (2048, 1024) subset polar codes,
which when decoded individually are within 0.2 dB (at $1 \%$ BLER) of a (2048,
1024) polar code, and achieve performance of a (4096, 1024) polar code when
decoded jointly.
