diff --git a/skimage/morphology/greyreconstruct.py b/skimage/morphology/greyreconstruct.py
index 04ea54a3..9362e3fb 100644
--- a/skimage/morphology/greyreconstruct.py
+++ b/skimage/morphology/greyreconstruct.py
@@ -14,26 +14,41 @@ import numpy as np
 from skimage.filter.rank_order import rank_order
 
 
-def reconstruction(seed, mask, selem=None, offset=None, method='dilation'):
+def reconstruction(seed, mask, method='dilation', selem=None, offset=None):
     """Perform a morphological reconstruction of an image.
 
-    Reconstruction requires a "seed" image and a "mask" image of equal shape.
-    These images set the minimum and maximum possible values of the
-    reconstructed image.
+    Morphological reconstruction by dilation is similar to basic morphological
+    dilation: high-intensity values will replace nearby low-intensity values.
+    The basic dilation operator, however, uses a structuring element to
+    determine how far a value in the input image can spread. In contrast,
+    reconstruction uses two images: a "seed" image, which specifies the values
+    that spread, and a "mask" image, which gives the maximum allowed value at
+    each pixel. The mask image, like the structuring element, limits the spread
+    of high-intensity values. Reconstruction by erosion is simply the inverse:
+    low-intensity values spread from the seed image and are limited by the mask
+    image, which represents the minimum allowed value.
+
+    Alternatively, you can think of reconstruction as a way to isolate the
+    connected regions of an image. For dilation, reconstruction connects
+    regions marked by local maxima in the seed image: neighboring pixels
+    less-than-or-equal-to those seeds are connected to the seeded region.
+    Local maxima with values larger than the seed image will get truncated to
+    the seed value.
 
     Parameters
     ----------
     seed : ndarray
-        The seed image; a.k.a. marker image.
+        The seed image (a.k.a. marker image), which specifies the values that
+        are dilated or eroded.
     mask : ndarray
-        The maximum allowed value at each point.
+        The maximum (dilation) / minimum (erosion) allowed value at each pixel.
+    method : {'dilation'|'erosion'}
+        Perform reconstruction by dilation or erosion. In dilation (or
+        erosion), the seed image is dilated (or eroded) until limited by the
+        mask image. For dilation, each seed value must be less than or equal
+        to the corresponding mask value; for erosion, the reverse is true.
     selem : ndarray
         The neighborhood expressed as a 2-D array of 1's and 0's.
-    method : {'dilation'|'erosion'}
-        Perform reconstruction by dilation or erosion. In dilation (erosion),
-        the seed image is dilated (eroded) until limited by the mask image.
-        For dilation, each seed value must be less than or equal to the
-        corresponding mask value; for erosion, the reverse is true.
 
     Returns
     -------
@@ -42,11 +57,29 @@ def reconstruction(seed, mask, selem=None, offset=None, method='dilation'):
 
     Examples
     --------
-    Here, we try to extract the bright features of an image by subtracting a
-    background image created by reconstruction.
-
     >>> import numpy as np
     >>> from skimage.morphology import reconstruction
+
+    First, we create a sinusoidal mask image w/ peaks at middle and ends.
+    >>> x = np.linspace(0, 4 * np.pi)
+    >>> y_mask = np.cos(x)
+
+    Then, we create a seed image initialized to the minimum mask value (for
+    reconstruction by dilation, min-intensity values don't spread) and add
+    "seeds" to the left and right peak, but at a fraction of peak value (1).
+    >>> y_seed = y_mask.min() * np.ones_like(x)
+    >>> y_seed[0] = 0.5
+    >>> y_seed[-1] = 0
+    >>> y_rec = reconstruction(y_seed, y_mask)
+
+    The reconstructed image (or curve, in this case) is exactly the same as the
+    mask image, except that the peaks are truncated to 0.5 and 0. The middle
+    peak disappears completely: Since there were no seed values in this peak
+    region, its reconstructed value is truncated to the surrounding value (-1).
+
+    As a more practical example, we try to extract the bright features of an
+    image by subtracting a background image created by reconstruction.
+
     >>> y, x = np.mgrid[:20:0.5, :20:0.5]
     >>> bumps = np.sin(x) + np.sin(y)