survey_graphics/tab_kzh_minimal_has_only_crazy_perturbation_1.sage: import reload

Author: mkoeppe

survey_graphics/graphics_for_crazy_perturbation.sage

@@ -15,7 +15,7 @@ g.show(figsize=4, show_legend=False)
 g.save(destdir + "zhou_two_sided_discontinuous_cannot_assume_any_continuity-covered_intervals.png", figsize=4, show_legend=False)
 extremality_test(h)
 # INFO: 2016-04-18 03:27:22,579 Finding epsilon interval for perturbation... done.  Interval is [-4/9, 4/3]
-pert = h._perturbations[0] * 4/9
+pert = h._perturbations[0] * (4/9)
 
 default_rainbow = rainbow
 

survey_graphics/graphics_for_survey_poset.sage

@@ -10,10 +10,10 @@ v[2] = multiplicative_homomorphism(gmic(f=fractional(2*f)),2)
 assert extremality_test(v[2])
 v[3] = ll_strong_fractional(f)
 assert extremality_test(v[3])
-v[12] = (v[1] + v[2]) / 2
-v[13] = (v[1] + v[3]) / 2
-v[23] = (v[2] + v[3]) / 2
-v[123] = (v[1] + v[2] + v[3]) / 3
+v[12] = 1/2 * (v[1] + v[2])
+v[13] = 1/2 * (v[1] + v[3])
+v[23] = 1/2 * (v[2] + v[3])
+v[123] = 1/3 * (v[1] + v[2] + v[3])
 
 ## Just the envelope of v[2] and v[1]
 #v['b'] = piecewise_function_from_breakpoints_and_values([0, 5/14, 6/7, 1], [0, 1, 1, 0])

survey_graphics/tab_kzh_minimal_has_only_crazy_perturbation_1.sage

@@ -1,4 +1,5 @@
-import cutgeneratingfunctionology.igp as igp; reload(igp); from cutgeneratingfunctionology.igp import *
+import importlib
+import cutgeneratingfunctionology.igp as igp; importlib.reload(igp); from cutgeneratingfunctionology.igp import *
 
 igp.default_field=SR
 h = kzh_minimal_has_only_crazy_perturbation_1()