Note, that when brackets are corrected it gives the following result:
TypeError Traceback (most recent call last)
<ipython-input-63-9bcde126b737> in <module>()
----> 1 plot3d(lambda
x,y:(Integer(1)/(math.sqrt((Integer(2)**Integer(2))*pi)))*(x+I*y)*exp(-((RealNumber('0.25'))*((x+I*y)**Integer(2)))).imag_part(),(x,-Integer(3)*pi,Integer(3)*pi),(y,Integer(0),Integer(2)),adaptive=True,color=cmsel)
/home/sem/SageMath/local/lib/python2.7/site-packages/sage/plot/plot3d/plot3d.pyc
in plot3d(f, urange, vrange, adaptive, transformation, **kwds)
1035 raise ValueError('unknown transformation type')
1036 elif adaptive:
-> 1037 P = plot3d_adaptive(f, urange, vrange, **kwds)
1038 else:
1039 u=fast_float_arg(0)
/home/sem/SageMath/local/lib/python2.7/site-packages/sage/plot/plot3d/plot3d.pyc
in plot3d_adaptive(f, x_range, y_range, color, grad_f, max_bend, max_depth,
initial_depth, num_colors, **kwds)
1118 plot = TrianglePlot(factory, g, (xmin, xmax), (ymin, ymax), g =
grad_f,
1119 min_depth=initial_depth,
max_depth=max_depth,
-> 1120 max_bend=max_bend, num_colors = None)
1121
1122 P = IndexFaceSet(plot._objects)
/home/sem/SageMath/local/lib/python2.7/site-packages/sage/plot/plot3d/tri_plot.pyc
in __init__(self, triangle_factory, f, min_x__max_x, min_y__max_y, g,
min_depth, max_depth, num_colors, max_bend)
288
289 # jump in and start building blocks
--> 290 outer = self.plot_block(min_x, mid_x, max_x, min_y, mid_y,
max_y, sw_z, nw_z, se_z, ne_z, mid_z, 0)
291
292 # build the boundary triangles
/home/sem/SageMath/local/lib/python2.7/site-packages/sage/plot/plot3d/tri_plot.pyc
in plot_block(self, min_x, mid_x, max_x, min_y, mid_y, max_y, sw_z, nw_z,
se_z, ne_z, mid_z, depth)
407
408 # recurse into the sub-squares
--> 409 sw = self.plot_block(min_x, qtr1_x, mid_x, min_y,
qtr1_y, mid_y, sw_z, mid_w_z, mid_s_z, mid_z, mid_sw_z, sw_depth)
410 nw = self.plot_block(min_x, qtr1_x, mid_x, mid_y,
qtr3_y, max_y, mid_w_z, nw_z, mid_z, mid_n_z, mid_nw_z, nw_depth)
411 se = self.plot_block(mid_x, qtr3_x, max_x, min_y,
qtr1_y, mid_y, mid_s_z, mid_z, se_z, mid_e_z, mid_se_z, se_depth)
/home/sem/SageMath/local/lib/python2.7/site-packages/sage/plot/plot3d/tri_plot.pyc
in plot_block(self, min_x, mid_x, max_x, min_y, mid_y, max_y, sw_z, nw_z,
se_z, ne_z, mid_z, depth)
407
408 # recurse into the sub-squares
--> 409 sw = self.plot_block(min_x, qtr1_x, mid_x, min_y,
qtr1_y, mid_y, sw_z, mid_w_z, mid_s_z, mid_z, mid_sw_z, sw_depth)
410 nw = self.plot_block(min_x, qtr1_x, mid_x, mid_y,
qtr3_y, max_y, mid_w_z, nw_z, mid_z, mid_n_z, mid_nw_z, nw_depth)
411 se = self.plot_block(mid_x, qtr3_x, max_x, min_y,
qtr1_y, mid_y, mid_s_z, mid_z, se_z, mid_e_z, mid_se_z, se_depth)
/home/sem/SageMath/local/lib/python2.7/site-packages/sage/plot/plot3d/tri_plot.pyc
in plot_block(self, min_x, mid_x, max_x, min_y, mid_y, max_y, sw_z, nw_z,
se_z, ne_z, mid_z, depth)
407
408 # recurse into the sub-squares
--> 409 sw = self.plot_block(min_x, qtr1_x, mid_x, min_y,
qtr1_y, mid_y, sw_z, mid_w_z, mid_s_z, mid_z, mid_sw_z, sw_depth)
410 nw = self.plot_block(min_x, qtr1_x, mid_x, mid_y,
qtr3_y, max_y, mid_w_z, nw_z, mid_z, mid_n_z, mid_nw_z, nw_depth)
411 se = self.plot_block(mid_x, qtr3_x, max_x, min_y,
qtr1_y, mid_y, mid_s_z, mid_z, se_z, mid_e_z, mid_se_z, se_depth)
/home/sem/SageMath/local/lib/python2.7/site-packages/sage/plot/plot3d/tri_plot.pyc
in plot_block(self, min_x, mid_x, max_x, min_y, mid_y, max_y, sw_z, nw_z,
se_z, ne_z, mid_z, depth)
407
408 # recurse into the sub-squares
--> 409 sw = self.plot_block(min_x, qtr1_x, mid_x, min_y,
qtr1_y, mid_y, sw_z, mid_w_z, mid_s_z, mid_z, mid_sw_z, sw_depth)
410 nw = self.plot_block(min_x, qtr1_x, mid_x, mid_y,
qtr3_y, max_y, mid_w_z, nw_z, mid_z, mid_n_z, mid_nw_z, nw_depth)
411 se = self.plot_block(mid_x, qtr3_x, max_x, min_y,
qtr1_y, mid_y, mid_s_z, mid_z, se_z, mid_e_z, mid_se_z, se_depth)
/home/sem/SageMath/local/lib/python2.7/site-packages/sage/plot/plot3d/tri_plot.pyc
in plot_block(self, min_x, mid_x, max_x, min_y, mid_y, max_y, sw_z, nw_z,
se_z, ne_z, mid_z, depth)
364 #should work a bit better because of the density of
floating-point
365 #numbers near zero.
--> 366 norm_w = crossunit(sw_v, nw_v)
367 norm_n = crossunit(nw_v, ne_v)
368 norm_e = crossunit(ne_v, se_v)
/home/sem/SageMath/local/lib/python2.7/site-packages/sage/plot/plot3d/tri_plot.pyc
in crossunit(u, v)
567 """
568 p = (u[1]*v[2] - v[1]*u[2], u[0]*v[2] - v[0]*u[2], u[0]*v[1] -
u[1]*v[0])
--> 569 l = sqrt(p[0]**2 + p[1]**2 + p[2]**2)
570 return (p[0], p[1], p[2], l)
571
/home/sem/SageMath/src/sage/symbolic/expression.pyx in
sage.symbolic.expression.Expression.__float__
(/home/sem/SageMath/src/build/cythonized/sage/symbolic/expression.cpp:11265)()
1411 raise
1412 except TypeError:
-> 1413 raise TypeError("unable to simplify to float
approximation")
1414 return ret
1415
TypeError: unable to simplify to float approximation
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