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@mlaugharn
Last active August 29, 2015 14:15
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port of filters.py project, it was too hackish to warrant a whole repo
# much (some) of this code isn't mine
import PIL.Image, numpy, scipy.misc, scipy.ndimage, scipy.spatial
import time, sys, random, math, functools, collections
# image = PIL.Image.open("4.2.06.tiff") # sailboat on lake
# image = PIL.Image.open("lena.tiff") # lena
pixel_definition = ["r", "g", "b"] # definition of pixel
# neighborhood_kernel = numpy.array([[1, 1, 1],
# [1, 1, 1],
# [1, 1, 1]])
#
neighborhood_kernel = numpy.ones((5,5))
self_kernel = numpy.array([[1]])
# some example transformations
def collatz(n):
if n == 0: return 0
i = 0
while n != 1:
i += 1
if n % 2 == 0:
n = n // 2
else:
n = 3 * n + 1
return i
collatz_list = [min(collatz(n), 255) for n in range(256)]
def collatz_map(n, minimum = 0, maximum = 255):
return collatz_list[int(n[0])]
def median(scalar_list):
return sorted(scalar_list)[len(scalar_list) // 2]
def mean(scalar_list):
return sum(scalar_list) // len(scalar_list)
def primes(n):
primfac = []
d = 2
while d * d <= n:
while (n % d) == 0:
primfac.append(d) # supposing you want multiple factors repeated
n /= d
d += 1
if n > 1:
primfac.append(n)
return list(map(int, primfac))
def counter_to_coordinate(d):
# d might look like e.g. n = 12, d = {2:2 , 3: 1}
dimension = max(some_primes)
coordinate = [0] * (dimension + 1)
for index, (prime, times) in enumerate(zip(d, d.values())):
coordinate[prime] = times
return coordinate
prime_factors = [primes(n) for n in range(256)] # e.g. prime_factors[12] = [2, 2, 3]
some_primes = list(set.union(*list(map(set, prime_factors))))
coordinate = lambda n: counter_to_coordinate(dict(collections.Counter(prime_factors[n])))
cache = {i: numpy.array(coordinate(i)) for i in range(len(prime_factors))}
nums = numpy.array(list(cache.values()))
grid = scipy.spatial.distance.cdist(nums, nums, 'cityblock')
def prime_factor_dist_convolve(scalar_list):
middle = scalar_list[len(scalar_list)//2]
prime_space_distances = numpy.array([grid[middle][x] for x in scalar_list])
norm = numpy.linalg.norm(prime_space_distances)
if norm == 0: return middle
normalized_distances = prime_space_distances / norm
products = numpy.array([normalized_distances[i] * scalar_list[i] for i in range(len(scalar_list))])
return sum(products)
sine_cache = [255 * math.sin((n) * (math.pi / 2) / 255) for n in range(256)]
def sine_map(n):
return sine_cache[int(n[0])]
quadratic_cache = [255 * (n / 255) ** 2 for n in range(256)]
def quadratic_map(n):
return quadratic_cache[int(n[0])]
log_cache = [0] + [math.log(n) for n in range(1, 256)]
def log_map(n):
return log_cache[int(n[0])]
exp_cache = [(255/148) * math.e ** n for n in range(256)]
def exp_map(n):
return exp_cache[int(n[0])]
def threshold(n):
return 0 if 128 < n else 255
pixel_transformations = functools.partial(scipy.ndimage.generic_filter, footprint = self_kernel)
window_transformations = functools.partial(scipy.ndimage.generic_filter, footprint = neighborhood_kernel)
def transform_queue(image, queue, bijection):
pixel_system = numpy.array(image) # each pixel_system[y, x] = 3vector <R, G, B>
RGBimages = [pixel_system[:,:,index] for index, color in enumerate(pixel_definition)] # split into RGB images
# guarantee every transformation has a partial type class
transformed_images = [] # will contain transformed RGB images
for image in RGBimages:
for transformation in queue:
transformation_partial = list(filter(lambda key: transformation in bijection[key], bijection.keys()))[0] # each transformation maps to one partial; filter away irrelevant partials
image = transformation_partial(image, transformation)
transformed_images.append(image)
return numpy.uint8(numpy.dstack(transformed_images)) # make one RGB image from the R, G, B planes
def process(image_name, transformation_class_map, queue):
image = PIL.Image.open(image_name)
result = transform_queue(image, queue, transformation_class_map)
image = PIL.Image.fromarray(result)
image.show()
image.save(''.join(list(map(lambda f: f.__name__ + '_', queue))) + str(time.time()) + '_' + image_name)
if __name__ == '__main__':
transformation_class_map = {pixel_transformations: set([collatz_map,
sine_map,
quadratic_map,
log_map,
exp_map,
threshold]),
window_transformations: set([median,
mean,
random.choice,
prime_factor_dist_convolve])}
queue = [sine_map] * 3 + [prime_factor_dist_convolve]
process(sys.argv[1], transformation_class_map, queue)
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