diff --git a/.gitignore b/.gitignore index d2ad6f7..3998024 100644 --- a/.gitignore +++ b/.gitignore @@ -2,3 +2,7 @@ *.png *.jpg itchat.pkl +*.tgz +English +train +valid diff --git a/Preprocessing dataset.html b/Preprocessing dataset.html new file mode 100644 index 0000000..41436c2 --- /dev/null +++ b/Preprocessing dataset.html @@ -0,0 +1,12303 @@ + + + +Preprocessing dataset + + + + + + + + + + + + + + + + + + + + + +
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+ +
+
+
+
+
+

下载数据集

数据集来自 http://www.ee.surrey.ac.uk/CVSSP/demos/chars74k/

+

我们下载的是EnglishFnt.tgz,是印刷体数字加大小写字母。

+
    +
  • tqdm 是一个进度条的库。
  • +
  • requests 是一个对人类友好的 HTTP 库。
  • +
+ +
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+
In [1]:
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+
+
import requests
+from tqdm import tqdm
+import os
+
+fileurl = 'http://www.ee.surrey.ac.uk/CVSSP/demos/chars74k/EnglishFnt.tgz'
+filename = 'EnglishFnt.tgz'
+if not os.path.exists(filename):
+    r = requests.get(fileurl, stream=True)
+    with open(filename, 'wb') as f:
+        for chunk in tqdm(r.iter_content(1024), unit='KB', total=int(r.headers['Content-Length'])/1024): 
+            f.write(chunk)
+
+ +
+
+
+ +
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+ + +
+
+
48651KB [01:38, 492.01KB/s]                           
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+ +
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+ +
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+

解压数据集

    +
  • tarfile 是 Python 自带的操作 tar 文件的库。
  • +
  • shutil 是 Python 自带的高级文件操作库。
  • +
+ +
+
+
+
+
+
In [2]:
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+
+
import tarfile
+import shutil
+
+def mkdir(path):
+    if not os.path.exists(path):
+        os.makedirs(path)
+
+def rmdir(path):
+    if os.path.exists(path):
+        shutil.rmtree(path)
+
+with tarfile.open(filename, 'r') as tfile:
+    print 'loading'
+    members = tfile.getmembers()
+    for member in tqdm(members):
+        if tarfile.TarInfo.isdir(member):
+            mkdir(member.name)
+            continue
+        with open(member.name, 'wb') as f:
+            f.write(tfile.extractfile(member).read())
+
+ +
+
+
+ +
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+ + +
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+
loading
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100%|██████████| 63055/63055 [00:11<00:00, 5350.48it/s]
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分类数据集

数据集有数字和大小写字母,但是我们只需要0123456789和非数字。

+

因此将 A~Z,a~z 的图片移到 A 的文件夹,再将其他空文件夹删除。

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In [3]:
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+
notnumdir = 'English/Fnt/Sample011/'
+for i in tqdm(range(12, 63)):
+    path = 'English/Fnt/Sample%03d/' % i
+    for filename in os.listdir(path):
+        os.rename(path+filename, notnumdir+filename)
+    os.rmdir(path)
+
+ +
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+ +
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+ + +
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100%|██████████| 51/51 [00:03<00:00, 12.79it/s]
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预处理数据集

我们需要将这里的图片裁切为28*28,以便于输入到神经网络中。

+

首先测试一张图

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In [4]:
+
+
+
import cv2
+import numpy as np
+
+def resize(rawimg):  # resize img to 28*28
+    fx = 28.0 / rawimg.shape[0]
+    fy = 28.0 / rawimg.shape[1]
+    fx = fy = min(fx, fy)
+    img = cv2.resize(rawimg, None, fx=fx, fy=fy, interpolation=cv2.INTER_CUBIC)
+    outimg = np.ones((28, 28), dtype=np.uint8) * 255
+    w = img.shape[1]
+    h = img.shape[0]
+    x = (28 - w) / 2
+    y = (28 - h) / 2
+    outimg[y:y+h, x:x+w] = img
+    return outimg
+
+def convert(imgpath):
+    img = cv2.imread(imgpath)
+    gray = cv2.imread(imgpath, cv2.IMREAD_GRAYSCALE)
+    bw = cv2.adaptiveThreshold(gray, 255, cv2.ADAPTIVE_THRESH_GAUSSIAN_C, cv2.THRESH_BINARY_INV, 25, 25)
+    img2, ctrs, hier = cv2.findContours(bw.copy(), cv2.RETR_EXTERNAL, cv2.CHAIN_APPROX_SIMPLE)
+    rects = [cv2.boundingRect(ctr) for ctr in ctrs]
+    x, y, w, h = rects[-1]
+    roi = gray[y:y+h, x:x+w]
+    return resize(roi)
+
+ +
+
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+ +
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In [5]:
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+
+
import matplotlib.pyplot as plt
+
+%matplotlib inline
+
+imgpath = 'English/Fnt/Sample001/img001-00001.png'
+img = cv2.imread(imgpath)
+rsz = convert(imgpath)
+
+plt.subplot(1, 2, 1)
+plt.imshow(img, cmap='gray')
+plt.subplot(1, 2, 2)
+plt.imshow(rsz, cmap='gray')
+
+ +
+
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+ +
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+ + +
Out[5]:
+ + +
+
<matplotlib.image.AxesImage at 0x1144f1d10>
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+ +
+ +
+ + +
+ +
+ +
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预处理所有图片

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In [6]:
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+
+
rmdir('train')
+
+for i in range(11):
+    path = 'English/Fnt/Sample%03d/' % (i+1)
+    trainpath = 'train/%d/' % i
+    mkdir(trainpath)
+    for filename in tqdm(os.listdir(path), desc=trainpath):
+        try:
+            cv2.imwrite(trainpath + filename, convert(path + filename))
+        except:
+            pass
+
+ +
+
+
+ +
+
+ + +
+
+
train/0/: 100%|██████████| 1016/1016 [00:00<00:00, 1150.59it/s]
+train/1/: 100%|██████████| 1016/1016 [00:00<00:00, 1232.67it/s]
+train/2/: 100%|██████████| 1016/1016 [00:00<00:00, 1201.22it/s]
+train/3/: 100%|██████████| 1016/1016 [00:00<00:00, 1186.00it/s]
+train/4/: 100%|██████████| 1016/1016 [00:00<00:00, 1176.58it/s]
+train/5/: 100%|██████████| 1016/1016 [00:01<00:00, 936.41it/s]
+train/6/: 100%|██████████| 1016/1016 [00:01<00:00, 897.20it/s]
+train/7/: 100%|██████████| 1016/1016 [00:01<00:00, 997.21it/s]
+train/8/: 100%|██████████| 1016/1016 [00:01<00:00, 973.86it/s]
+train/9/: 100%|██████████| 1016/1016 [00:01<00:00, 961.00it/s]
+train/10/: 100%|██████████| 52832/52832 [00:52<00:00, 999.49it/s] 
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In [11]:
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from sklearn.model_selection import train_test_split
+for i in range(11):
+    trainpath = 'train/%d/' % i
+    validpath = 'valid/%d/' % i
+    mkdir(validpath)
+    imgs = os.listdir(trainpath)
+    trainimgs, validimgs = train_test_split(imgs, test_size=0.1)
+    for filename in validimgs:
+        os.rename(trainpath+filename, validpath+filename)
+
+ +
+
+
+ +
+
+
+
In [ ]:
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+
+
 
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+ +
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+ + diff --git a/Preprocessing dataset.ipynb b/Preprocessing dataset.ipynb new file mode 100644 index 0000000..0436e33 --- /dev/null +++ b/Preprocessing dataset.ipynb @@ -0,0 +1,330 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 下载数据集\n", + "\n", + "数据集来自 http://www.ee.surrey.ac.uk/CVSSP/demos/chars74k/\n", + "\n", + "我们下载的是**EnglishFnt.tgz**,是印刷体数字加大小写字母。\n", + "\n", + "* [tqdm](https://github.com/tqdm/tqdm) 是一个进度条的库。\n", + "* [requests](http://docs.python-requests.org/en/master/) 是一个对人类友好的 HTTP 库。" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "collapsed": false + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "48651KB [01:38, 492.01KB/s] \n" + ] + } + ], + "source": [ + "import requests\n", + "from tqdm import tqdm\n", + "import os\n", + "\n", + "fileurl = 'http://www.ee.surrey.ac.uk/CVSSP/demos/chars74k/EnglishFnt.tgz'\n", + "filename = 'EnglishFnt.tgz'\n", + "if not os.path.exists(filename):\n", + " r = requests.get(fileurl, stream=True)\n", + " with open(filename, 'wb') as f:\n", + " for chunk in tqdm(r.iter_content(1024), unit='KB', total=int(r.headers['Content-Length'])/1024): \n", + " f.write(chunk)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 解压数据集\n", + "\n", + "* [tarfile](https://docs.python.org/2/library/tarfile.html) 是 Python 自带的操作 tar 文件的库。\n", + "* [shutil](https://docs.python.org/2/library/shutil.html) 是 Python 自带的高级文件操作库。\n" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "collapsed": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "loading\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "100%|██████████| 63055/63055 [00:11<00:00, 5350.48it/s]\n" + ] + } + ], + "source": [ + "import tarfile\n", + "import shutil\n", + "\n", + "def mkdir(path):\n", + " if not os.path.exists(path):\n", + " os.makedirs(path)\n", + "\n", + "def rmdir(path):\n", + " if os.path.exists(path):\n", + " shutil.rmtree(path)\n", + "\n", + "with tarfile.open(filename, 'r') as tfile:\n", + " print 'loading'\n", + " members = tfile.getmembers()\n", + " for member in tqdm(members):\n", + " if tarfile.TarInfo.isdir(member):\n", + " mkdir(member.name)\n", + " continue\n", + " with open(member.name, 'wb') as f:\n", + " f.write(tfile.extractfile(member).read())" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 分类数据集\n", + "\n", + "数据集有数字和大小写字母,但是我们只需要0123456789和非数字。\n", + "\n", + "因此将 A~Z,a~z 的图片移到 A 的文件夹,再将其他空文件夹删除。" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "collapsed": false + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "100%|██████████| 51/51 [00:03<00:00, 12.79it/s]\n" + ] + } + ], + "source": [ + "notnumdir = 'English/Fnt/Sample011/'\n", + "for i in tqdm(range(12, 63)):\n", + " path = 'English/Fnt/Sample%03d/' % i\n", + " for filename in os.listdir(path):\n", + " os.rename(path+filename, notnumdir+filename)\n", + " os.rmdir(path)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 预处理数据集\n", + "\n", + "我们需要将这里的图片裁切为28*28,以便于输入到神经网络中。\n", + "\n", + "## 首先测试一张图" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "collapsed": false + }, + "outputs": [], + "source": [ + "import cv2\n", + "import numpy as np\n", + "\n", + "def resize(rawimg): # resize img to 28*28\n", + " fx = 28.0 / rawimg.shape[0]\n", + " fy = 28.0 / rawimg.shape[1]\n", + " fx = fy = min(fx, fy)\n", + " img = cv2.resize(rawimg, None, fx=fx, fy=fy, interpolation=cv2.INTER_CUBIC)\n", + " outimg = np.ones((28, 28), dtype=np.uint8) * 255\n", + " w = img.shape[1]\n", + " h = img.shape[0]\n", + " x = (28 - w) / 2\n", + " y = (28 - h) / 2\n", + " outimg[y:y+h, x:x+w] = img\n", + " return outimg\n", + "\n", + "def convert(imgpath):\n", + " img = cv2.imread(imgpath)\n", + " gray = cv2.imread(imgpath, cv2.IMREAD_GRAYSCALE)\n", + " bw = cv2.adaptiveThreshold(gray, 255, cv2.ADAPTIVE_THRESH_GAUSSIAN_C, cv2.THRESH_BINARY_INV, 25, 25)\n", + " img2, ctrs, hier = cv2.findContours(bw.copy(), cv2.RETR_EXTERNAL, cv2.CHAIN_APPROX_SIMPLE)\n", + " rects = [cv2.boundingRect(ctr) for ctr in ctrs]\n", + " x, y, w, h = rects[-1]\n", + " roi = gray[y:y+h, x:x+w]\n", + " return resize(roi)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": { + "collapsed": false + }, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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EeANwPbAB+EDBQ84j0+kdyLQTmYwKAhHJt1uA1wJvyV7p7t/Nuvm0mbUCu8xs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\nSUVORK5CYII=\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "%matplotlib inline\n", + "\n", + "imgpath = 'English/Fnt/Sample001/img001-00001.png'\n", + "img = cv2.imread(imgpath)\n", + "rsz = convert(imgpath)\n", + "\n", + "plt.subplot(1, 2, 1)\n", + "plt.imshow(img, cmap='gray')\n", + "plt.subplot(1, 2, 2)\n", + "plt.imshow(rsz, cmap='gray')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 预处理所有图片" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "collapsed": false + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "train/0/: 100%|██████████| 1016/1016 [00:00<00:00, 1150.59it/s]\n", + "train/1/: 100%|██████████| 1016/1016 [00:00<00:00, 1232.67it/s]\n", + "train/2/: 100%|██████████| 1016/1016 [00:00<00:00, 1201.22it/s]\n", + "train/3/: 100%|██████████| 1016/1016 [00:00<00:00, 1186.00it/s]\n", + "train/4/: 100%|██████████| 1016/1016 [00:00<00:00, 1176.58it/s]\n", + "train/5/: 100%|██████████| 1016/1016 [00:01<00:00, 936.41it/s]\n", + "train/6/: 100%|██████████| 1016/1016 [00:01<00:00, 897.20it/s]\n", + "train/7/: 100%|██████████| 1016/1016 [00:01<00:00, 997.21it/s]\n", + "train/8/: 100%|██████████| 1016/1016 [00:01<00:00, 973.86it/s]\n", + "train/9/: 100%|██████████| 1016/1016 [00:01<00:00, 961.00it/s]\n", + "train/10/: 100%|██████████| 52832/52832 [00:52<00:00, 999.49it/s] \n" + ] + } + ], + "source": [ + "rmdir('train')\n", + "\n", + "for i in range(11):\n", + " path = 'English/Fnt/Sample%03d/' % (i+1)\n", + " trainpath = 'train/%d/' % i\n", + " mkdir(trainpath)\n", + " for filename in tqdm(os.listdir(path), desc=trainpath):\n", + " try:\n", + " cv2.imwrite(trainpath + filename, convert(path + filename))\n", + " except:\n", + " pass" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 分离出验证数据集\n", + "\n", + "http://scikit-learn.org/stable/modules/generated/sklearn.model_selection.train_test_split.html" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": { + "collapsed": false + }, + "outputs": [], + "source": [ + "from sklearn.model_selection import train_test_split\n", + "for i in range(11):\n", + " trainpath = 'train/%d/' % i\n", + " validpath = 'valid/%d/' % i\n", + " mkdir(validpath)\n", + " imgs = os.listdir(trainpath)\n", + " trainimgs, validimgs = train_test_split(imgs, test_size=0.1)\n", + " for filename in validimgs:\n", + " os.rename(trainpath+filename, validpath+filename)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 2", + "language": "python", + "name": "python2" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 2 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython2", + "version": "2.7.12" + } + }, + "nbformat": 4, + "nbformat_minor": 1 +} diff --git a/Training Model.html b/Training Model.html new file mode 100644 index 0000000..895bf8c --- /dev/null +++ b/Training Model.html @@ -0,0 +1,16895 @@ + + + +Training Model + + + + + + + + + + + + + + + + + + + + + +
+
+ +
+
+
In [1]:
+
+
+
from keras.models import Sequential
+from keras.layers.core import Dense, Dropout, Activation, Flatten
+from keras.preprocessing import image
+
+import numpy as np
+import tensorflow as tf
+import matplotlib.pyplot as plt
+import cv2
+
+%matplotlib inline
+%config InlineBackend.figure_format = 'retina'
+
+ +
+
+
+ +
+
+ + +
+
+
Using TensorFlow backend.
+
+
+
+ +
+
+ +
+
+
+
+
+
+

图片生成器

图片生成器可以让我们在训练模型的时候实时预处理图片。

+

在数据集巨大的时候,使用图片生成器是很有用的。

+

我们预处理的操作是将图片转灰色,归一化和 reshape 为28*28

+ +
+
+
+
+
+
In [2]:
+
+
+
from keras.preprocessing.image import ImageDataGenerator
+
+train_datagen = ImageDataGenerator(rescale=1.0/255)
+train_generator = train_datagen.flow_from_directory(
+    'train',  # this is the target directory
+    classes=map(str, range(11)),
+    color_mode='grayscale',
+    target_size=(28,28),
+    batch_size=128,
+    class_mode='categorical')
+
+validation_datagen = ImageDataGenerator(rescale=1.0/255)
+validation_generator = validation_datagen.flow_from_directory(
+    'valid',  # this is the target directory
+    classes=map(str, range(11)),
+    color_mode='grayscale',
+    target_size=(28,28),
+    batch_size=128,
+    class_mode='categorical')
+
+ +
+
+
+ +
+
+ + +
+
+
Found 56685 images belonging to 11 classes.
+Found 6303 images belonging to 11 classes.
+
+
+
+ +
+
+ +
+
+
+
+
+
+

数据集概览

让我们显示几张由图片生成器生成的一批图片。

+

可以看到0~9被分为了0~9类,非数字被分为了第10类。

+ +
+
+
+
+
+
In [3]:
+
+
+
x, y = train_generator.next()
+
+for i, (img, label) in enumerate(zip(x, y)[:24]):
+    plt.subplot(3, 8, i+1)
+    plt.title(str(np.argmax(label)))
+    plt.axis('off')
+    plt.imshow(img[:,:,0], interpolation="nearest", cmap='gray')
+
+ +
+
+
+ +
+
+ + +
+ + +
+ +
+ +
+ +
+
+ +
+
+
+
+
+
+

构建模型

我们的模型结构很简单,784->512->512->11

+ +
+
+
+
+
+
In [4]:
+
+
+
model = Sequential()
+model.add(Flatten(input_shape=(28, 28, 1)))
+model.add(Dense(512))
+model.add(Activation('relu'))
+model.add(Dropout(0.2))
+model.add(Dense(512))
+model.add(Activation('relu'))
+model.add(Dropout(0.2))
+model.add(Dense(11))
+model.add(Activation('softmax'))
+
+model.compile(loss='categorical_crossentropy',
+              optimizer='adadelta',
+              metrics=['accuracy'])
+
+model.summary()
+
+ +
+
+
+ +
+
+ + +
+
+
____________________________________________________________________________________________________
+Layer (type)                     Output Shape          Param #     Connected to                     
+====================================================================================================
+flatten_1 (Flatten)              (None, 784)           0           flatten_input_1[0][0]            
+____________________________________________________________________________________________________
+dense_1 (Dense)                  (None, 512)           401920      flatten_1[0][0]                  
+____________________________________________________________________________________________________
+activation_1 (Activation)        (None, 512)           0           dense_1[0][0]                    
+____________________________________________________________________________________________________
+dropout_1 (Dropout)              (None, 512)           0           activation_1[0][0]               
+____________________________________________________________________________________________________
+dense_2 (Dense)                  (None, 512)           262656      dropout_1[0][0]                  
+____________________________________________________________________________________________________
+activation_2 (Activation)        (None, 512)           0           dense_2[0][0]                    
+____________________________________________________________________________________________________
+dropout_2 (Dropout)              (None, 512)           0           activation_2[0][0]               
+____________________________________________________________________________________________________
+dense_3 (Dense)                  (None, 11)            5643        dropout_2[0][0]                  
+____________________________________________________________________________________________________
+activation_3 (Activation)        (None, 11)            0           dense_3[0][0]                    
+====================================================================================================
+Total params: 670219
+____________________________________________________________________________________________________
+
+
+
+ +
+
+ +
+
+
+
+
+
+

训练

+
+
+
+
+
+
In [5]:
+
+
+
model.fit_generator(
+        train_generator,
+        samples_per_epoch=51200,
+        nb_epoch=10,
+        validation_data=validation_generator,
+        nb_val_samples=5120)
+
+ +
+
+
+ +
+
+ + +
+
+
Epoch 1/10
+51200/51200 [==============================] - 42s - loss: 0.3604 - acc: 0.9087 - val_loss: 0.2007 - val_acc: 0.9404
+Epoch 2/10
+51181/51200 [============================>.] - ETA: 0s - loss: 0.1852 - acc: 0.9489
+
+
+ +
+
+
/usr/local/lib/python2.7/site-packages/keras/engine/training.py:1462: UserWarning: Epoch comprised more than `samples_per_epoch` samples, which might affect learning results. Set `samples_per_epoch` correctly to avoid this warning.
+  warnings.warn('Epoch comprised more than '
+
+
+
+ +
+
+
51309/51200 [==============================] - 28s - loss: 0.1849 - acc: 0.9490 - val_loss: 0.1552 - val_acc: 0.9526
+Epoch 3/10
+51309/51200 [==============================] - 27s - loss: 0.1511 - acc: 0.9569 - val_loss: 0.1413 - val_acc: 0.9563
+Epoch 4/10
+51309/51200 [==============================] - 28s - loss: 0.1328 - acc: 0.9617 - val_loss: 0.1055 - val_acc: 0.9680
+Epoch 5/10
+51309/51200 [==============================] - 27s - loss: 0.1151 - acc: 0.9659 - val_loss: 0.1274 - val_acc: 0.9645
+Epoch 6/10
+51309/51200 [==============================] - 27s - loss: 0.1117 - acc: 0.9654 - val_loss: 0.1290 - val_acc: 0.9625
+Epoch 7/10
+51309/51200 [==============================] - 28s - loss: 0.1011 - acc: 0.9692 - val_loss: 0.1083 - val_acc: 0.9666
+Epoch 8/10
+51309/51200 [==============================] - 28s - loss: 0.0941 - acc: 0.9705 - val_loss: 0.0976 - val_acc: 0.9709
+Epoch 9/10
+51309/51200 [==============================] - 27s - loss: 0.0883 - acc: 0.9726 - val_loss: 0.0981 - val_acc: 0.9703
+Epoch 10/10
+51309/51200 [==============================] - 28s - loss: 0.0854 - acc: 0.9731 - val_loss: 0.1037 - val_acc: 0.9685
+
+
+
+ +
Out[5]:
+ + +
+
<keras.callbacks.History at 0x126c39790>
+
+ +
+ +
+
+ +
+
+
+
In [6]:
+
+
+
with open('model.json', 'w') as f:
+    f.write(model.to_json())
+model.save_weights('model.h5', overwrite=True)
+
+ +
+
+
+ +
+
+
+
+
+
+

测试模型

+
+
+
+
+
+
In [7]:
+
+
+
def resize(rawimg):  # resize img to 28*28
+    fx = 28.0 / rawimg.shape[0]
+    fy = 28.0 / rawimg.shape[1]
+    fx = fy = min(fx, fy)
+    img = cv2.resize(rawimg, None, fx=fx, fy=fy, interpolation=cv2.INTER_CUBIC)
+    outimg = np.ones((28, 28), dtype=np.uint8) * 255
+    w = img.shape[1]
+    h = img.shape[0]
+    x = (28 - w) / 2
+    y = (28 - h) / 2
+    outimg[y:y+h, x:x+w] = img
+    return outimg
+
+
+def convert(imgpath):   # read digits
+    img = cv2.imread(imgpath)
+    gray = cv2.imread(imgpath, cv2.IMREAD_GRAYSCALE)
+    bw = cv2.adaptiveThreshold(gray, 255, cv2.ADAPTIVE_THRESH_GAUSSIAN_C, cv2.THRESH_BINARY_INV, 25, 25)
+    img2, ctrs, hier = cv2.findContours(bw.copy(), cv2.RETR_EXTERNAL, cv2.CHAIN_APPROX_SIMPLE)
+    rects = [cv2.boundingRect(ctr) for ctr in ctrs]
+
+    for rect in rects:
+        x, y, w, h = rect
+        roi = gray[y:y+h, x:x+w]
+        hw = float(h) / w
+        if (w < 200) & (h < 200) & (h > 10) & (w > 10) & (1.1 < hw) & (hw < 5):
+            res = resize(roi)
+            res = np.resize(res, (1, 28, 28, 1))
+
+            predictions = model.predict(res)
+            predictions = np.argmax(predictions)
+            if predictions != 10:
+                cv2.rectangle(img, (x, y), (x+w, y+h), (0, 255, 0), 1)
+                cv2.putText(img, '{:.0f}'.format(predictions), (x, y), cv2.FONT_HERSHEY_DUPLEX, h/25.0, (255, 0, 0))
+    return img
+
+plt.imshow(convert('test.png')[:,:,::-1])
+
+ +
+
+
+ +
+
+ + +
Out[7]:
+ + +
+
<matplotlib.image.AxesImage at 0x126c55a10>
+
+ +
+ +
+ + +
+ +
+ +
+ +
+
+ +
+
+
+
In [ ]:
+
+
+
 
+
+ +
+
+
+ +
+
+
+ + diff --git a/Training Model.ipynb b/Training Model.ipynb new file mode 100644 index 0000000..ad3bc66 --- /dev/null +++ b/Training Model.ipynb @@ -0,0 +1,391 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "collapsed": false + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Using TensorFlow backend.\n" + ] + } + ], + "source": [ + "from keras.models import Sequential\n", + "from keras.layers.core import Dense, Dropout, Activation, Flatten\n", + "from keras.preprocessing import image\n", + "\n", + "import numpy as np\n", + "import tensorflow as tf\n", + "import matplotlib.pyplot as plt\n", + "import cv2\n", + "\n", + "%matplotlib inline\n", + "%config InlineBackend.figure_format = 'retina'" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 图片生成器\n", + "\n", + "图片生成器可以让我们在训练模型的时候实时预处理图片。\n", + "\n", + "在数据集巨大的时候,使用图片生成器是很有用的。\n", + "\n", + "我们预处理的操作是将图片转灰色,归一化和 reshape 为28\\*28" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "collapsed": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Found 56685 images belonging to 11 classes.\n", + "Found 6303 images belonging to 11 classes.\n" + ] + } + ], + "source": [ + "from keras.preprocessing.image import ImageDataGenerator\n", + "\n", + "train_datagen = ImageDataGenerator(rescale=1.0/255)\n", + "train_generator = train_datagen.flow_from_directory(\n", + " 'train', # this is the target directory\n", + " classes=map(str, range(11)),\n", + " color_mode='grayscale',\n", + " target_size=(28,28),\n", + " batch_size=128,\n", + " class_mode='categorical')\n", + "\n", + "validation_datagen = ImageDataGenerator(rescale=1.0/255)\n", + "validation_generator = validation_datagen.flow_from_directory(\n", + " 'valid', # this is the target directory\n", + " classes=map(str, range(11)),\n", + " color_mode='grayscale',\n", + " target_size=(28,28),\n", + " batch_size=128,\n", + " class_mode='categorical')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 数据集概览\n", + "\n", + "让我们显示几张由图片生成器生成的一批图片。\n", + "\n", + "可以看到0~9被分为了0~9类,非数字被分为了第10类。" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "collapsed": false + }, + "outputs": [ + { + "data": { + "image/png": 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JAAAAAGgISQAAAABoCHMCjFKSJF0f249xnd327/rrr6+4J8Nn9uzZfT/nggUL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\nz8/K++23X1dt7LLLLoX6IAx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oJf81efLkJN6zZ08rp1bquW2U9zN7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\nAEAkJAEAAAAgEpIAAAAAEIn/A96Ix88PhNYPAAAAAElFTkSuQmCC\n", + "text/plain": [ + "" + ] + }, + "metadata": { + "image/png": { + "height": 327, + "width": 512 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "x, y = train_generator.next()\n", + "\n", + "for i, (img, label) in enumerate(zip(x, y)[:24]):\n", + " plt.subplot(3, 8, i+1)\n", + " plt.title(str(np.argmax(label)))\n", + " plt.axis('off')\n", + " plt.imshow(img[:,:,0], interpolation=\"nearest\", cmap='gray')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 构建模型\n", + "\n", + "我们的模型结构很简单,784->512->512->11" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "collapsed": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "____________________________________________________________________________________________________\n", + "Layer (type) Output Shape Param # Connected to \n", + "====================================================================================================\n", + "flatten_1 (Flatten) (None, 784) 0 flatten_input_1[0][0] \n", + "____________________________________________________________________________________________________\n", + "dense_1 (Dense) (None, 512) 401920 flatten_1[0][0] \n", + "____________________________________________________________________________________________________\n", + "activation_1 (Activation) (None, 512) 0 dense_1[0][0] \n", + "____________________________________________________________________________________________________\n", + "dropout_1 (Dropout) (None, 512) 0 activation_1[0][0] \n", + "____________________________________________________________________________________________________\n", + "dense_2 (Dense) (None, 512) 262656 dropout_1[0][0] \n", + "____________________________________________________________________________________________________\n", + "activation_2 (Activation) (None, 512) 0 dense_2[0][0] \n", + "____________________________________________________________________________________________________\n", + "dropout_2 (Dropout) (None, 512) 0 activation_2[0][0] \n", + "____________________________________________________________________________________________________\n", + "dense_3 (Dense) (None, 11) 5643 dropout_2[0][0] \n", + "____________________________________________________________________________________________________\n", + "activation_3 (Activation) (None, 11) 0 dense_3[0][0] \n", + "====================================================================================================\n", + "Total params: 670219\n", + "____________________________________________________________________________________________________\n" + ] + } + ], + "source": [ + "model = Sequential()\n", + "model.add(Flatten(input_shape=(28, 28, 1)))\n", + "model.add(Dense(512))\n", + "model.add(Activation('relu'))\n", + "model.add(Dropout(0.2))\n", + "model.add(Dense(512))\n", + "model.add(Activation('relu'))\n", + "model.add(Dropout(0.2))\n", + "model.add(Dense(11))\n", + "model.add(Activation('softmax'))\n", + "\n", + "model.compile(loss='categorical_crossentropy',\n", + " optimizer='adadelta',\n", + " metrics=['accuracy'])\n", + "\n", + "model.summary()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 训练" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": { + "collapsed": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Epoch 1/10\n", + "51200/51200 [==============================] - 42s - loss: 0.3604 - acc: 0.9087 - val_loss: 0.2007 - val_acc: 0.9404\n", + "Epoch 2/10\n", + "51181/51200 [============================>.] - ETA: 0s - loss: 0.1852 - acc: 0.9489" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/usr/local/lib/python2.7/site-packages/keras/engine/training.py:1462: UserWarning: Epoch comprised more than `samples_per_epoch` samples, which might affect learning results. Set `samples_per_epoch` correctly to avoid this warning.\n", + " warnings.warn('Epoch comprised more than '\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "51309/51200 [==============================] - 28s - loss: 0.1849 - acc: 0.9490 - val_loss: 0.1552 - val_acc: 0.9526\n", + "Epoch 3/10\n", + "51309/51200 [==============================] - 27s - loss: 0.1511 - acc: 0.9569 - val_loss: 0.1413 - val_acc: 0.9563\n", + "Epoch 4/10\n", + "51309/51200 [==============================] - 28s - loss: 0.1328 - acc: 0.9617 - val_loss: 0.1055 - val_acc: 0.9680\n", + "Epoch 5/10\n", + "51309/51200 [==============================] - 27s - loss: 0.1151 - acc: 0.9659 - val_loss: 0.1274 - val_acc: 0.9645\n", + "Epoch 6/10\n", + "51309/51200 [==============================] - 27s - loss: 0.1117 - acc: 0.9654 - val_loss: 0.1290 - val_acc: 0.9625\n", + "Epoch 7/10\n", + "51309/51200 [==============================] - 28s - loss: 0.1011 - acc: 0.9692 - val_loss: 0.1083 - val_acc: 0.9666\n", + "Epoch 8/10\n", + "51309/51200 [==============================] - 28s - loss: 0.0941 - acc: 0.9705 - val_loss: 0.0976 - val_acc: 0.9709\n", + "Epoch 9/10\n", + "51309/51200 [==============================] - 27s - loss: 0.0883 - acc: 0.9726 - val_loss: 0.0981 - val_acc: 0.9703\n", + "Epoch 10/10\n", + "51309/51200 [==============================] - 28s - loss: 0.0854 - acc: 0.9731 - val_loss: 0.1037 - val_acc: 0.9685\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model.fit_generator(\n", + " train_generator,\n", + " samples_per_epoch=51200,\n", + " nb_epoch=10,\n", + " validation_data=validation_generator,\n", + " nb_val_samples=5120)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "with open('model.json', 'w') as f:\n", + " f.write(model.to_json())\n", + "model.save_weights('model.h5', overwrite=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 测试模型" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "collapsed": false + }, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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NTSqjw9mr0Ob7Lh58y1e/9/hwVEn4tsIYcrry7yJZHFSk0hCAup8+pcq7KYGQ5KgC1DRo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Dd7OhpyVCvqso6LLvwkl15yPaXL8AhWSzIjeNNDkDpGPZmPyJd1Q7RXP8E73nkey9aUVJSU0sZn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gQHTp1CpIUzfnwRaa2oqWsg2yGkQk1zxxpefnkuY3bckXS6iiCZYvjwEcyfv6DCkaKYeFfR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\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/x8cuOIf99tmbeVvNJxHBkDI+kbFi1UN89ZL/4Jtf+wbWJxTBoOIINseS8trXncGzDtiD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\ncp0/HGu5WWmIxLRZR4YnJcNVBVt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IeCdQw6obruf5R7+cNevH851ZgjTC6Bbb8pnTP8K8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\nARsToyFl9N/UAAAAAElFTkSuQmCC\n", + "text/plain": [ + "" + ] + }, + "metadata": { + "image/png": { + "height": 356, + "width": 355 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "def resize(rawimg): # resize img to 28*28\n", + " fx = 28.0 / rawimg.shape[0]\n", + " fy = 28.0 / rawimg.shape[1]\n", + " fx = fy = min(fx, fy)\n", + " img = cv2.resize(rawimg, None, fx=fx, fy=fy, interpolation=cv2.INTER_CUBIC)\n", + " outimg = np.ones((28, 28), dtype=np.uint8) * 255\n", + " w = img.shape[1]\n", + " h = img.shape[0]\n", + " x = (28 - w) / 2\n", + " y = (28 - h) / 2\n", + " outimg[y:y+h, x:x+w] = img\n", + " return outimg\n", + "\n", + "\n", + "def convert(imgpath): # read digits\n", + " img = cv2.imread(imgpath)\n", + " gray = cv2.imread(imgpath, cv2.IMREAD_GRAYSCALE)\n", + " bw = cv2.adaptiveThreshold(gray, 255, cv2.ADAPTIVE_THRESH_GAUSSIAN_C, cv2.THRESH_BINARY_INV, 25, 25)\n", + " img2, ctrs, hier = cv2.findContours(bw.copy(), cv2.RETR_EXTERNAL, cv2.CHAIN_APPROX_SIMPLE)\n", + " rects = [cv2.boundingRect(ctr) for ctr in ctrs]\n", + "\n", + " for rect in rects:\n", + " x, y, w, h = rect\n", + " roi = gray[y:y+h, x:x+w]\n", + " hw = float(h) / w\n", + " if (w < 200) & (h < 200) & (h > 10) & (w > 10) & (1.1 < hw) & (hw < 5):\n", + " res = resize(roi)\n", + " res = np.resize(res, (1, 28, 28, 1))\n", + "\n", + " predictions = model.predict(res)\n", + " predictions = np.argmax(predictions)\n", + " if predictions != 10:\n", + " cv2.rectangle(img, (x, y), (x+w, y+h), (0, 255, 0), 1)\n", + " cv2.putText(img, '{:.0f}'.format(predictions), (x, y), cv2.FONT_HERSHEY_DUPLEX, h/25.0, (255, 0, 0))\n", + " return img\n", + "\n", + "plt.imshow(convert('test.png')[:,:,::-1])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 2", + "language": "python", + "name": "python2" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 2 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython2", + "version": "2.7.12" + } + }, + "nbformat": 4, + "nbformat_minor": 1 +} diff --git a/model.h5 b/model.h5 index edfe37b..b625261 100644 Binary files a/model.h5 and b/model.h5 differ diff --git a/model.json b/model.json index 425a7e8..9e1d8d3 100644 --- a/model.json +++ b/model.json @@ -1 +1 @@ -{"class_name": "Sequential", "keras_version": "1.1.0", "config": [{"class_name": "Dense", "config": {"W_constraint": null, "b_constraint": null, "name": "dense_1", "output_dim": 512, "activity_regularizer": null, "trainable": true, "init": "glorot_uniform", "bias": true, "input_dtype": "float32", "input_dim": null, "b_regularizer": null, "W_regularizer": null, "activation": "linear", "batch_input_shape": [null, 784]}}, {"class_name": "Activation", "config": {"activation": "relu", "trainable": true, "name": "activation_1"}}, {"class_name": "Dropout", "config": {"p": 0.25, "trainable": true, "name": "dropout_1"}}, {"class_name": "Dense", "config": {"W_constraint": null, "b_constraint": null, "name": "dense_2", "activity_regularizer": null, "trainable": true, "init": "glorot_uniform", "bias": true, "input_dim": null, "b_regularizer": null, "W_regularizer": null, "activation": "linear", "output_dim": 512}}, {"class_name": "Activation", "config": {"activation": "relu", "trainable": true, "name": "activation_2"}}, {"class_name": "Dropout", "config": {"p": 0.25, "trainable": true, "name": "dropout_2"}}, {"class_name": "Dense", "config": {"W_constraint": null, "b_constraint": null, "name": "dense_3", "activity_regularizer": null, "trainable": true, "init": "glorot_uniform", "bias": true, "input_dim": null, "b_regularizer": null, "W_regularizer": null, "activation": "linear", "output_dim": 11}}, {"class_name": "Activation", "config": {"activation": "softmax", "trainable": true, "name": "activation_3"}}]} \ No newline at end of file +{"class_name": "Sequential", "keras_version": "1.1.0", "config": [{"class_name": "Flatten", "config": {"batch_input_shape": [null, 28, 28, 1], "trainable": true, "name": "flatten_1", "input_dtype": "float32"}}, {"class_name": "Dense", "config": {"W_constraint": null, "b_constraint": null, "name": "dense_1", "activity_regularizer": null, "trainable": true, "init": "glorot_uniform", "bias": true, "input_dim": null, "b_regularizer": null, "W_regularizer": null, "activation": "linear", "output_dim": 512}}, {"class_name": "Activation", "config": {"activation": "relu", "trainable": true, "name": "activation_1"}}, {"class_name": "Dropout", "config": {"p": 0.2, "trainable": true, "name": "dropout_1"}}, {"class_name": "Dense", "config": {"W_constraint": null, "b_constraint": null, "name": "dense_2", "activity_regularizer": null, "trainable": true, "init": "glorot_uniform", "bias": true, "input_dim": null, "b_regularizer": null, "W_regularizer": null, "activation": "linear", "output_dim": 512}}, {"class_name": "Activation", "config": {"activation": "relu", "trainable": true, "name": "activation_2"}}, {"class_name": "Dropout", "config": {"p": 0.2, "trainable": true, "name": "dropout_2"}}, {"class_name": "Dense", "config": {"W_constraint": null, "b_constraint": null, "name": "dense_3", "activity_regularizer": null, "trainable": true, "init": "glorot_uniform", "bias": true, "input_dim": null, "b_regularizer": null, "W_regularizer": null, "activation": "linear", "output_dim": 11}}, {"class_name": "Activation", "config": {"activation": "softmax", "trainable": true, "name": "activation_3"}}]} \ No newline at end of file diff --git a/wechat_digit_recognition.py b/wechat_digit_recognition.py index 1d0b8bb..7a42164 100644 --- a/wechat_digit_recognition.py +++ b/wechat_digit_recognition.py @@ -40,8 +40,7 @@ def convert(imgpath): # read digits hw = float(h) / w if (w < 200) & (h < 200) & (h > 10) & (w > 10) & (1.1 < hw) & (hw < 5): res = resize(roi) - res = cv2.bitwise_not(res) - res = np.resize(res, (1, 784)) + res = np.resize(res, (1, 28, 28, 1)) predictions = model.predict(res) predictions = np.argmax(predictions) diff --git a/wx.py b/wx.py index fd3c2c0..853b472 100755 --- a/wx.py +++ b/wx.py @@ -47,8 +47,7 @@ def convert(imgpath): # read digits hw = float(h) / w if (w < 200) & (h < 200) & (h > 10) & (w > 10) & (1.1 < hw) & (hw < 5): res = resize(roi) - res = cv2.bitwise_not(res) - res = np.resize(res, (1, 784)) + res = np.resize(res, (1, 28, 28, 1)) predictions = model.predict(res) predictions = np.argmax(predictions)