I have a task and the output should be a "1-D np.array of dimension m" and I don't understand how a 1-D array can have m Dimension, it has 1 per definition ?
The word dimension can mean multiple things, in this case it means the size/length of the singular dimension, i.e. you can say an array has dimensions 2x2.
Therefore, a 1D array of dimension m is equivalent to a list of length m.
if I have a 2D matrix, and I want to assign a vector [1,1,1] into each cell of my M matrix
vector = np.array([1,1,1])
M= np.zeros((4,4)).astype(np.object)
M[:]=vector.astype(object)
This will obviously give me the error that:
ValueError: could not broadcast input array from shape (2) into shape (3,3)
So is there any method I can store my 3d vector into each cell of my 4x4 M matrix?
Thanks!
I know that if I iterate the ndarray I can do it
for i in range(np.shape(M)[0]):
for j in range(np.shape(M)[1]):
M[i][j]=vector
just wandering whether there's a simple syntax for this
You need to declare what the entries of your matrix should contain with the argument dtype, namely vector.dtype.
This link might help: Numpy - create matrix with rows of vector
I've got a numpy_array of size (3275412, 50, 22) which represents my data reshaped for LSTM purposes and I have got a target vector of shape (3275412,).
I want to balance my data so that there is approximately the same number of data with target 0 and 1.
The way I prepared the data makes that I can not do this balancing operation before reshaping.
Firstly, I wanted to apply make_imbalance function (see this link for details) but I can't apply it on a 2-D array (got an error).
My question is : what's the most efficient way to do it for a 3D array ?
My thoughts: I thought about firstly "flatten" my 3-D array to a 2-D array by "concatenating" the second and third dimension (but don't know how so please tell me ??) then apply make_imbalance and then reshape the result to a 3-D array (again, don't know how to do). It seems a little bit tricky however...
So any help would be appreciated, either for an other imbalancing method or for help about reshaping 3D->2D or vice-versa
You can use np.reshape with -1 for unknown dimension size.
data2d = data3d.reshape(data3d.shape[0], -1)
will give you a 2d array of shape (n_samples, n_features)
with the second and the third dimensions merged.
data2d_new, y_new = make_imbalance(data2d, y)
After make_imbalance call, you will get a 2d array with a shape (n_samples_new, n_features), where the number of rows is "unknown" but you know your other two 'feature' dimensions of the original 3d array, so
data3d_new = data2d.reshape(-1, data3d.shape[1], data3d.shape[2])
will give you back the balanced 3d dataset.
I have an array, which is of shape (210000,64). I would like to transfer its shape to (210000,64,1) and moreover, I want to generate a new array, which is a random permutation of the original array along the dimension of 210000.
Hello I am a newbie with the tensorflow and currently, I am working with colour Images and it's PCAS.
I have extracted PCAS in a form of "Red","Green" and "Blue" and also computed the weights which are associated with "Red","Green" and "Blue" components.
After doing the all the above stuff I want to combine all three 2D matrices into the single 3D matrix.
For a tensorflow it would be a 3D tensor.
def multi(h0,ppca,mu,i,scope=None):
with tf.variable_scope(scope or"multi"):
return tf.matmul(ppca[:,:,0],h0[i,:,:,0]) + tf.reshape(mu[:,0],[4096,1]) , tf.matmul(ppca[:,:,1],h0[i,:,:,1]) + tf.reshape(mu[:,1],[4096,1]) ,tf.matmul(ppca[:,:,2],h0[i,:,:,2]) + tf.reshape(mu[:,2],[4096,1])
So from the above function, I will get all three different 2D tensors and want to combine those 2D tensors to single 3D tensor which has dimensions [4096,1,3]
How can I do that?
any help is highly appreciated.
You need to concat them like this:
three_d_image = tf.concat(0, [[r], [g], [b]])
This tells tensorflow to concat them along the x dimension and treat each tensor as a matrix.
Doing the same without the additional brackets around the r,g,b tensors will try to concat them to one large 2D matrix
A clean, easy way to do it is using the tf.stack operation (tf.pack in older versions of tensorflow), it concatenats all tensors along a new dimension. If you want your new dimension to be after all previous, you need to set the axis argument to the number of dimensions of your tensors.
three_d_image = tf.stack([r,g,b], axis=2)
one of the solutions is that you can add one more empty dimension to your 2Ds so you will have 3 matrices of 3D dimension [4096,1,1] then you can concat these 3 matrices by axis 2 tf.concat(2,matrices) gives you [4096,1,3]
the second solution can be concat of axis 1, tf.concat(1,matrices) then reshape it to 3D