Searched refs:Jacobian (Results 1 – 4 of 4) sorted by relevance
1750 cmsMAT3 Jacobian; in cmsPipelineEvalReverseFloat() local1810 Jacobian.v[0].n[j] = ((fxd[0] - fx[0]) / JACOBIAN_EPSILON); in cmsPipelineEvalReverseFloat()1811 Jacobian.v[1].n[j] = ((fxd[1] - fx[1]) / JACOBIAN_EPSILON); in cmsPipelineEvalReverseFloat()1812 Jacobian.v[2].n[j] = ((fxd[2] - fx[2]) / JACOBIAN_EPSILON); in cmsPipelineEvalReverseFloat()1820 if (!_cmsMAT3solve(&tmp, &Jacobian, &tmp2)) in cmsPipelineEvalReverseFloat()
1190 # with infinity represented as (0, 0). A and B are in Jacobian coordinates. All1248 # Test some random Jacobian sums.1289 # Test some random Jacobian doublings.
103 Step used to calculate the Jacobian.