forked from OSchip/llvm-project
a57cc8bc81
n/1 generates a quotient equal to n and a remainder of 0. If this case is not recognized, then the SCEV divide() function can return a remainder that is greater than or equal to the denominator, which means the delinearized subscripts for the test case will be incorrect. Differential Revision: http://reviews.llvm.org/D9003 llvm-svn: 235311 |
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.. | ||
a.ll | ||
divide_by_one.ll | ||
gcd_multiply_expr.ll | ||
himeno_1.ll | ||
himeno_2.ll | ||
iv_times_constant_in_subscript.ll | ||
lit.local.cfg | ||
multidim_ivs_and_integer_offsets_3d.ll | ||
multidim_ivs_and_integer_offsets_nts_3d.ll | ||
multidim_ivs_and_parameteric_offsets_3d.ll | ||
multidim_only_ivs_2d.ll | ||
multidim_only_ivs_2d_nested.ll | ||
multidim_only_ivs_3d.ll | ||
multidim_only_ivs_3d_cast.ll | ||
multidim_two_accesses_different_delinearization.ll | ||
undef.ll |