[instancer.solver] Fix up algorithm again
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@ -49,20 +49,36 @@ def _solveWithGain(tent, axisLimit):
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gain = supportScalar({'tag': axisDef}, {'tag': tent})
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out = [(gain, axisLimit)]
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# First, the positive side
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# case 3a: gain is more than outGain.
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outGain = supportScalar({'tag': axisMax}, {'tag': tent})
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if gain > outGain:
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crossing = peak + ((1 - gain) * (upper - peak) / (1 - outGain))
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loc1 = (peak, peak, crossing)
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scalar1 = 1
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loc2 = (crossing, axisMax, axisMax)
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scalar2 = 0
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out.append((scalar1 - gain, loc1))
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if (peak < upper):
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out.append((scalar2 - gain, loc2))
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# case 3: outermost limit still fits within F2Dot14 bounds;
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# we keep deltas as is and only scale the axes bounds. Deltas beyond -1.0
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# or +1.0 will never be applied as implementations must clamp to that range.
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if axisDef + (axisMax - axisDef) * 2 >= upper:
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elif axisDef + (axisMax - axisDef) * 2 >= upper:
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if axisDef + (axisMax - axisDef) * MAX_F2DOT14 < upper:
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# we clamp +2.0 to the max F2Dot14 (~1.99994) for convenience
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upper = axisDef + (axisMax - axisDef) * MAX_F2DOT14
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if upper > axisDef:
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out.append((0 - gain, (axisDef, peak, upper)))
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out.append((1 - gain, (axisDef, peak, upper)))
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# case 4: new limit doesn't fit; we need to chop the deltaset into two 'tents',
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# because the shape of a triangle with part of one side cut off cannot be
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@ -71,7 +87,7 @@ def _solveWithGain(tent, axisLimit):
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else:
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loc1 = (axisDef, peak, axisMax)
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scalar1 = 0
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scalar1 = 1
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loc2 = (peak, axisMax, axisMax)
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scalar2 = supportScalar({'tag': axisMax}, {'tag': tent})
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@ -84,12 +84,22 @@ class RebaseTentTest(object):
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# With gain:
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#
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# Case 1neg
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# Case 3/1neg
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pytest.param(
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(.0, .5, 1), (0, .5, 1),
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[
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(1, (-1, 0, 1)),
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(-1, (0, 0, 1)),
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(-1, (0, 1, 1)),
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(-1, (-1, -1, 0)),
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]
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),
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# Case 4/1neg
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pytest.param(
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(.0, .5, 2), (0, .5, .8),
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[
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(1, (-1, 0, 1)),
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(-1.0, (0.0, 1, 1)),
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(-1, (-1, -1, 0)),
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]
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),
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@ -99,7 +109,7 @@ class RebaseTentTest(object):
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(.0, .5, 1), (0, .25, .5),
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[
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(.5, (-1, 0, 1)),
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(-.5, (0, 1, 1)),
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(.5, (0, 1, 1)),
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(-.5, (-1, -1, 0)),
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]
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),
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@ -109,7 +119,7 @@ class RebaseTentTest(object):
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(.05, .55, 1), (0, .25, .5),
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[
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(.4, (-1.0, 0.0, 1.0)),
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(-.4, (0.0, 1.0, 1.0)),
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(.5, (0, 1, 1)),
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(-.4, (-1, -.8, 0)),
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(-.4, (-1, -1, -.8)),
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]
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@ -120,4 +130,4 @@ class RebaseTentTest(object):
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sol = solver.rebaseTent(tent, axisRange)
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assert sol == expected
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assert sol == expected, (tent, axisRange)
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