Simple image box arithmetic
Project description
This provides image crop/resize monanoid for chaining multiple resize, crop actions and producing a resulting crop/resize action pair.
This is possible given the following insights:
-- resize absorption law; the left resize is canceled out by the
-- right resize
Box box `resize` width -> height -> Box box
((box `resize` width height) `resize` w2, h2) = box resize (w2, h2)
-- crop composition; the right crop box is an offset of the left crop box
Box box `crop` left -> top -> right -> bottom -> Box box
((box `crop` left top right bottom) `crop` l t r b) = box `crop` left+l top+t left+r top+b
With these two insights, we can compose two resize and two crop actions. The next step is composing a resize and crop action.
This is possible using a ResizeCrop Monoid whose dot function keeps track of the resize width, height and crop box and scales these values appropriately.
Usage
The usage is fairly simple:
from boxmath import box, resize, crop, size, make_transformer
from wand import image
# Load the image to get its width and height
i = image.Image(filename="chrysanthemum.jpg")
b = box(i.width, i.height)
# manipulate the virtual image
b = resize(b, 629, 483)
b = crop(b, 0, 0, 480, 480)
b = resize(b, 1000, 1000)
# render
def resizer(img, w, h):
img.resize(int(w), int(h), filter=FILTER)
return img
def cropper(img, l,t,r,b):
img.crop(int(l),int(t),int(r),int(b))
return img
t = make_transformer(b, resizer, cropper)
i = t(i)
i.save(filename="chrysanthemum-1000x1000.jpg")
Normally, if we would of used wand or PIL directly, each resize would degrade the image. The action of down scaling and then up scaling would wreck the quality of the image; with the power of math, we only apply the resize and crop when we need render the image.
Not that the width, height, left, top, right, and bottom values passed to the resizer and cropper functions are cast as ints.
This is because they are either fractions.Fraction() instances or int(). boxmath uses the Fraction class to ensure precision while resizing and cropping.
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