Beispiel #1
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def do_high_boost_filtering(pgm_filename, A):
    high_boost_filtered = spatially_filtered_fast(pgm_filename,
                                                  high_boost_filter_kernel(A))

    p1 = PGMImage(pgm_filename)

    high_boost_filtered.save(f"highboost-filtered-A{A}-{p1.name}")
def averaging_filtering(pgm_filename, mask_size):
    p = PGMImage(pgm_filename)
    
    k = Kernel(mask = [[1] * mask_size] * mask_size)
    
    p_averaging_filtered = averaging_filtered(pgm_filename, k, normalize=True)
    p_averaging_filtered.save(f"averaging_filtered-{mask_size}-{p.name}")
def median_filtering(pgm_filename, mask_size):
    p = PGMImage(pgm_filename)
    
    k = Kernel(mask = [[1] * mask_size] * mask_size)
    
    p_median_filtered = median_filtered(pgm_filename, k, normalize=True)
    p_median_filtered.save(f"median_filtered-{mask_size}-{p.name}")
    def test_1_identity_filter():
        identity_filter = Kernel(mask=[[1]])
        pgm_filename = "images/lenna.pgm"

        expected = PGMImage(pgm_filename)

        actual = spatially_filtered_fast(pgm_filename, identity_filter)

        assert expected.pixels == actual.pixels
Beispiel #5
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def do_unsharp_masking(pgm_filename: str) -> PGMImage:
    p_orig = PGMImage(pgm_filename)
    p_lowpass = spatially_filtered_fast(pgm_filename, smoothing_kernel)
    p_lowpass.save(f"lowpass-{p_lowpass.name}")

    p_highpass = p_orig - p_lowpass
    p_highpass.save(f"highpass-{p_highpass.name}")

    return p_highpass
Beispiel #6
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def spatially_filtered_fast(pgm_filename: str,
                            k: Kernel,
                            normalize=False,
                            truncate=False) -> PGMImage:
    p = PGMImage(pgm_filename)

    def c_2d_arr_from_pyobj(pyobj: List[List[int]], arr_type, row_type):
        c_2d_arr = arr_type()
        for i in range(len(pyobj)):
            row = row_type()
            for j in range(len(pyobj[0])):
                row[j] = pyobj[i][j]
            c_2d_arr[i] = c_pointer_to(row)

        return c_2d_arr

    def c_2d_arr_empty(arr_type, row_type, rows, cols):
        c_2d_arr = arr_type()
        for i in range(rows):
            row = row_type()
            for j in range(cols):
                row[j] = 0
            c_2d_arr[i] = c_pointer_to(row)

        return c_2d_arr

    C_PGMRowT = c_char * p.cols
    C_PGMImageT = PointerT(C_PGMRowT) * p.rows

    C_KernelRowT = c_double * k.cols
    C_KernelT = PointerT(C_KernelRowT) * k.rows

    c_p = c_2d_arr_from_pyobj(p.pixels, C_PGMImageT, C_PGMRowT)
    c_p_2 = c_2d_arr_empty(
        PointerT(c_double * p.cols) * p.rows, c_double * p.cols, p.rows,
        p.cols)
    c_k = c_2d_arr_from_pyobj(k.mask, C_KernelT, C_KernelRowT)

    spatialfilter = ctypes.cdll.LoadLibrary("./spatialfilter.so")

    spatialfilter.apply_spatial_filter(c_p, c_p_2, p.cols, p.rows, c_k, k.rows,
                                       k.cols)

    p2 = PGMImage(pgm_filename)
    for i in range(p.rows):
        p2.pixels[i] = [c_p_2[i][0][j] for j in range(p2.cols)]

    if normalize:
        p2.normalize_intensity_values()
    if truncate:
        p2.truncate_intensity_values()

    return p2
def smooth_image_averaging(pgm_filename):
    p = PGMImage(pgm_filename)

    p_average_7 = spatially_filtered(pgm_filename,
                                     average_matrix_7,
                                     truncate=True)
    p_average_7.save(f"smoothed_averaging-7-{p.name}")

    p_average_15 = spatially_filtered(pgm_filename,
                                      average_matrix_15,
                                      truncate=True)
    p_average_15.save(f"smoothed_averaging-15-{p.name}")
Beispiel #8
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def spatially_filtered(pgm_filename: str,
                       k: Kernel,
                       normalize=False,
                       truncate=False) -> PGMImage:
    """
    Return an image with the spatial filter `k` applied to it.

    :param pgm_filename file name of image to perform filter on
    :param k a kernel of the spatial filter we want to apply
    """
    p1, p2 = PGMImage(pgm_filename), PGMImage(pgm_filename)

    for i in range(p1.rows):
        new_row = []
        for j in range(p1.cols):

            pxl = 0
            for s in range(k.rows):
                for t in range(k.cols):
                    x, y = i - int(k.rows / 2) + s, j - int(k.cols / 2) + t

                    # Pad edges of the image with zeros
                    if x < 0 or x >= p1.rows or y < 0 or y >= p1.cols:
                        orig_image_x_y = 0
                    else:
                        orig_image_x_y = p1.pixels[x][y]
                    pxl += orig_image_x_y * k.mask[s][t]

            new_row.append(pxl)

        p2.pixels[i] = new_row

    if normalize:
        p2.normalize_intensity_values()
    if truncate:
        p2.truncate_intensity_values()

    return p2
Beispiel #9
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def do_correlation(pgm_filename, mask_filename):
    pmask = PGMImage(mask_filename)

    def correlation_kernel(p: PGMImage):
        mask = []
        for row in p.pixels:
            mask.append([b for b in row])
        return Kernel(mask)

    k = correlation_kernel(pmask)

    p2: PGMImage = spatially_filtered_fast(pgm_filename, k)

    p2.save(f"correlated-to-{pmask.name}-{p2.name}")
def smooth_image_gaussian(pgm_filename):
    p = PGMImage(pgm_filename)

    p_gaussian = spatially_filtered(pgm_filename,
                                    gaussian_matrix_7,
                                    normalize=True,
                                    truncate=False)
    p_gaussian.save(f"smoothed_gaussian-7-{p.name}")

    p_gaussian = spatially_filtered(pgm_filename,
                                    gaussian_matrix_15,
                                    normalize=True,
                                    truncate=False)
    p_gaussian.save(f"smoothed_gaussian-15-{p.name}")
def square_image(sq_sz):
    canvas = np.zeros((512, 512))

    for i in range(sq_sz):
        for j in range(sq_sz):
            x = int(256 - (sq_sz / 2) + i)
            y = int(256 - (sq_sz / 2) + j)
            canvas[x][y] = 255

    p = PGM.PGMImage('lenna.pgm')
    p.pixels = canvas
    p.rows = p.cols = 512
    p.truncate()
    p.save(f'square-{sq_sz}.pgm')

    return p
Beispiel #12
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def adjust_quantization_and_save(img_name: str, quantization: int):
    try:
        p = PGMImage(img_name)
        print(f"Adjusting quantization of {img_name} to {quantization}")
        p.quantization = quantization

        for i in range(p.rows):
            # Normalize, quantize, and cast to byte string
            p.pixels[i] = b"".join([
                bytes([int((int(px) / 256) * quantization)])
                for px in p.pixels[i]
            ])

        p.save(f"images/quantized-{quantization}-{p.name}")
    except IOError:
        pass
def do_sharpening(pgm_filename):
    p1 = PGMImage(pgm_filename)

    # Prewitt filtering
    p1_x_filtered_prewitt = spatially_filtered_fast(pgm_filename,
                                                    prewitt_kernel_x)
    p1_x_filtered_prewitt.save(f"gradient-magnitude-prewitt-x-{p1.name}")

    p1_y_filtered_prewitt = spatially_filtered_fast(pgm_filename,
                                                    prewitt_kernel_y)
    p1_y_filtered_prewitt.save(f"gradient-magnitude-prewitt-y-{p1.name}")

    p2 = p1_x_filtered_prewitt + p1_y_filtered_prewitt
    p2.save(f"isotropic-gradient-magnitude-prewitt-{p1.name}")

    p3 = p1 - p2
    p3.save(f"prewitt-sharpened-{p1.name}")

    # Sobel filtering
    p1_x_filtered_sobel = spatially_filtered_fast(pgm_filename, sobel_kernel_x)
    p1_x_filtered_sobel.save(f"gradient-magnitude-sobel-x-{p1.name}")

    p1_y_filtered_sobel = spatially_filtered_fast(pgm_filename, sobel_kernel_y)
    p1_y_filtered_sobel.save(f"gradient-magnitude-sobel-y-{p1.name}")

    p2 = p1_x_filtered_sobel + p1_y_filtered_sobel
    p2.save(f"isotropic-gradient-magnitude-sobel-{p1.name}")
    p3 = p1 - p2
    p3.save(f"sobel-sharpened-{p1.name}")

    # Laplace filtering
    p1_laplace_filtered = spatially_filtered_fast(pgm_filename,
                                                  laplacian_kernel)
    p1_laplace_filtered.save(f"laplacian-gradient-magnitude-{p1.name}")

    p2 = p1 - p1_laplace_filtered

    p2.save(f"laplacian-sharpened-{p1.name}")
def transformer_of(p: PGMImage) -> List[int]:
    """ Calculate a transformer for histogram equalization.
    
    The transformer is a list, indexed by intensity values, whose
    values represent the output intensity required for an equalized
    histogram, given an input histogram.

    :param p image to equalize the histogram of
    """

    histogram = p.get_histogram(normed=True)
    L = p.quantization  # Number of distinct grey levels

    # Calculate histogram transformer
    T_r = [0] * (L + 1)  # len([0, L]) = L + 1

    for i in range(len(histogram)):
        if i == 0:
            T_r[i] = L * histogram[i]
        else:
            T_r[i] = ((T_r[i - 1] / L) + histogram[i]) * L

    # Discretize T_r by taking the ceil
    return [min(int(t_r + 1), 255) for t_r in T_r]
def equalize_histogram(img_name: str, visualize_results: bool):
    p = PGMImage(img_name)

    T_r = transformer_of(p)

    p2 = PGMImage(img_name)

    # Transform the image according to T_r
    for i in range(len(p2.pixels)):
        p2.pixels[i] = b"".join(bytes([T_r[b]]) for b in p2.pixels[i])

    p2.save(f"equalized-{p2.name}")

    if visualize_results:
        p.show_histogram(title=f"Histogram of {p.name} before equalization")
        p2.show_histogram(title=f"Histogram of {p2.name} after equalization")
def specify_histogram(img_name, specified_img_name, visualize_results=True):
    p1, p2 = PGMImage(img_name), PGMImage(specified_img_name)

    T_r = transformer_of(p1)

    G_z = transformer_of(p2)

    def inverted_histogram(h: List[int]) -> List[int]:
        G_i = [0] * len(h)
        for h_i in h:
            G_i[h_i] = h_i

        # Populate missing values
        last_nonzero_intensity = 0
        for i in range(len(h)):
            if G_i[i] != 0:
                last_nonzero_intensity = G_i[i]
            else:
                G_i[i] = last_nonzero_intensity

        return G_i

    G_inverse_z = inverted_histogram(G_z)

    p3 = PGMImage(img_name)

    for i in range(len(p3.pixels)):
        p3.pixels[i] = b"".join(
            bytes([G_inverse_z[T_r[b]]]) for b in p3.pixels[i])

    p3.save(f"specified-to-{p2.name}-{p1.name}")

    if visualize_results:
        p1.show_histogram()
        p2.show_histogram()
        p3.show_histogram(
            title=f"Histogram of {p1.name}, specified to {p2.name}")
p = PGM('zigzag.pgm')
a = np.fft.fft2(p.pixels)
ashift = np.fft.fftshift(a)
magnitude_spectrum = 20 * np.log(np.abs(ashift))

# Set Plot properties
# plt.scatter(a.real, a.imag)
# plt.axis([-1_000_000, 1_000_000, -400_000, 400_000])
plt.imshow(20 * np.log(np.abs(np.fft.fftshift(a))), cmap='gray')

# Display plot
plt.show()

from PGM import PGMImage

p = PGMImage('lenna.pgm')
pxls = p.pixels

import copy

fft_out_c = copy.deepcopy(pxls)

fft_out_py = np.fft.fft2(pxls)

fft_out_c = [my_cfft(row) for row in fft_out_c]

for i in range(p.cols):
    col = [row[i] for row in fft_out_c]
    col = my_cfft(col)
    for j in range(p.rows):
        fft_out_c[j][i] = col[j]