8000 Don't make VBoxDivider inherit from HBoxDivider. by anntzer · Pull Request #20069 · matplotlib/matplotlib · GitHub
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Don't make VBoxDivider inherit from HBoxDivider. #20069

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151 changes: 74 additions & 77 deletions lib/mpl_toolkits/axes_grid1/axes_divider.py
Original file line number Diff line number Diff line change
Expand Up @@ -583,39 +583,67 @@ def get_subplotspec(self):
return None


class HBoxDivider(SubplotDivider):
# Helper for HBoxDivider/VBoxDivider.
# The variable names are written for a horizontal layout, but the calculations
# work identically for vertical layouts (and likewise for the helpers below).
def _determine_karray(summed_widths, equal_heights, total_width, max_height):
n = len(equal_heights)
eq_rs, eq_as = np.asarray(equal_heights).T
sm_rs, sm_as = np.asarray(summed_widths).T
A = np.zeros((n + 1, n + 1))
B = np.zeros(n + 1)
np.fill_diagonal(A[:n, :n], eq_rs)
A[:n, -1] = -1
A[-1, :-1] = sm_rs
B[:n] = -eq_as
B[-1] = total_width - sum(sm_as)
# A @ K = B: This solves for {k_0, ..., k_{N-1}, H} so that
# eq_r_i * k_i + eq_a_i = H for all i: all axes have the same height
# sum(sm_r_i * k_i + sm_a_i) = total_summed_width: fixed total width
# (foo_r_i * k_i + foo_a_i will end up being the size of foo.)
karray_and_height = np.linalg.solve(A, B)
karray = karray_and_height[:-1]
height = karray_and_height[-1]
if height > max_height: # Additionally, upper-bound the height.
karray = (max_height - eq_as) / eq_rs
return karray


# Helper for HBoxDivider/VBoxDivider (see above re: variable naming).
def _calc_offsets(summed_sizes, karray):
offsets = [0.]
for (r, a), k in zip(summed_sizes, karray):
offsets.append(offsets[-1] + r*k + a)
return offsets


# Helper for HBoxDivider/VBoxDivider (see above re: variable naming).
def _locate(x, y, w, h, summed_widths, equal_heights, fig_w, fig_h, anchor):
karray = _determine_karray(
summed_widths, equal_heights,
total_width=fig_w * w, max_height=fig_h * h)
ox = _calc_offsets(summed_widths, karray)

ww = (ox[-1] - ox[0]) / fig_w
h0_r, h0_a = equal_heights[0]
hh = (karray[0]*h0_r + h0_a) / fig_h
pb = mtransforms.Bbox.from_bounds(x, y, w, h)
pb1 = mtransforms.Bbox.from_bounds(x, y, ww, hh)
pb1_anchored = pb1.anchored(anchor, pb)
x0, y0 = pb1_anchored.x0, pb1_anchored.y0

return x0, y0, ox, hh

@staticmethod
def _determine_karray(equivalent_sizes, appended_sizes,
max_equivalent_size,
total_appended_size):
n = len(equivalent_sizes)
eq_rs, eq_as = np.asarray(equivalent_sizes).T
ap_rs, ap_as = np.asarray(appended_sizes).T
A = np.zeros((n + 1, n + 1))
B = np.zeros(n + 1)
np.fill_diagonal(A[:n, :n], eq_rs)
A[:n, -1] = -1
A[-1, :-1] = ap_rs
B[:n] = -eq_as
B[-1] = total_appended_size - sum(ap_as)
# A @ K = B: This solves for {k_0, ..., k_{N-1}, H} so that
# eq_r_i * k_i + eq_a_i = H for all i: all axes have the same height
# sum(ap_r_i * k_i + ap_a_i) = total_appended_size: fixed total width
# (foo_r_i * k_i + foo_a_i will end up being the size of foo.)
karray_H = np.linalg.solve(A, B)
karray = karray_H[:-1]
H = karray_H[-1]
if H > max_equivalent_size: # Additionally, upper-bound the height.
karray = (max_equivalent_size - eq_as) / eq_rs
return karray

@staticmethod
def _calc_offsets(appended_sizes, karray):
offsets = [0.]
for (r, a), k in zip(appended_sizes, karray):
offsets.append(offsets[-1] + r*k + a)
return offsets
class HBoxDivider(SubplotDivider):
"""
A `SubplotDivider` for laying out axes horizontally, while ensuring that
they have equal heights.

Examples
--------
.. plot:: gallery/axes_grid1/demo_axes_hbox_divider.py
"""

def new_locator(self, nx, nx1=None):
"""
Expand All @@ -631,52 +659,25 @@ def new_locator(self, nx, nx1=None):
"""
return AxesLocator(self, nx, 0, nx1, None)

def _locate(self, x, y, w, h,
y_equivalent_sizes, x_appended_sizes,
figW, figH):
equivalent_sizes = y_equivalent_sizes
appended_sizes = x_appended_sizes

max_equivalent_size = figH * h
total_appended_size = figW * w
karray = self._determine_karray(equivalent_sizes, appended_sizes,
max_equivalent_size,
total_appended_size)

ox = self._calc_offsets(appended_sizes, karray)

ww = (ox[-1] - ox[0]) / figW
ref_h = equivalent_sizes[0]
hh = (karray[0]*ref_h[0] + ref_h[1]) / figH
pb = mtransforms.Bbox.from_bounds(x, y, w, h)
pb1 = mtransforms.Bbox.from_bounds(x, y, ww, hh)
pb1_anchored = pb1.anchored(self.get_anchor(), pb)
x0, y0 = pb1_anchored.x0, pb1_anchored.y0

return x0, y0, ox, hh

def locate(self, nx, ny, nx1=None, ny1=None, axes=None, renderer=None):
# docstring inherited
figW, figH = self._fig.get_size_inches()
fig_w, fig_h = self._fig.get_size_inches()
x, y, w, h = self.get_position_runtime(axes, renderer)

y_equivalent_sizes = self.get_vertical_sizes(renderer)
x_appended_sizes = self.get_horizontal_sizes(renderer)
x0, y0, ox, hh = self._locate(x, y, w, h,
y_equivalent_sizes, x_appended_sizes,
figW, figH)
summed_ws = self.get_horizontal_sizes(renderer)
equal_hs = self.get_vertical_sizes(renderer)
x0, y0, ox, hh = _locate(
x, y, w, h, summed_ws, equal_hs, fig_w, fig_h, self.get_anchor())
if nx1 is None:
nx1 = nx + 1

x1, w1 = x0 + ox[nx] / figW, (ox[nx1] - ox[nx]) / figW
x1, w1 = x0 + ox[nx] / fig_w, (ox[nx1] - ox[nx]) / fig_w
y1, h1 = y0, hh

return mtransforms.Bbox.from_bounds(x1, y1, w1, h1)


class VBoxDivider(HBoxDivider):
class VBoxDivider(SubplotDivider):
"""
The Divider class whose rectangle area is specified as a subplot geometry.
A `SubplotDivider` for laying out axes vertically, while ensuring that they
have equal widths.
"""

def new_locator(self, ny, ny1=None):
Expand All @@ -695,20 +696,16 @@ def new_locator(self, ny, ny1=None):

def locate(self, nx, ny, nx1=None, ny1=None, axes=None, renderer=None):
# docstring inherited
figW, figH = self._fig.get_size_inches()
724B fig_w, fig_h = self._fig.get_size_inches()
x, y, w, h = self.get_position_runtime(axes, renderer)

x_equivalent_sizes = self.get_horizontal_sizes(renderer)
y_appended_sizes = self.get_vertical_sizes(renderer)
y0, x0, oy, ww = self._locate(y, x, h, w,
x_equivalent_sizes, y_appended_sizes,
figH, figW)
summed_hs = self.get_vertical_sizes(renderer)
equal_ws = self.get_horizontal_sizes(renderer)
y0, x0, oy, ww = _locate(
y, x, h, w, summed_hs, equal_ws, fig_h, fig_w, self.get_anchor())
if ny1 is None:
ny1 = ny + 1

x1, w1 = x0, ww
y1, h1 = y0 + oy[ny] / figH, (oy[ny1] - oy[ny]) / figH

y1, h1 = y0 + oy[ny] / fig_h, (oy[ny1] - oy[ny]) / fig_h
return mtransforms.Bbox.from_bounds(x1, y1, w1, h1)


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