Using embedded columns - tensorflow

I'm trying to understand the TensorFlow tutorial on wide and deep learning. The demo application creates indicator columns for categorical features with few categories (gender, education), and it creates embedded columns for categorical features with many categories (native_country, occupation).
I don't understand embedded columns. Is there a rule that clarifies when to use embedded columns instead of indicator columns? According to the documentation, the dimension parameter sets the dimension of the embedding. What does that mean?

From the feature columns tutorial:
Now, suppose instead of having just three possible classes, we have a million. Or maybe a billion. For a number of reasons, as the number of categories grow large, it becomes infeasible to train a neural network using indicator columns.
We can use an embedding column to overcome this limitation. Instead of representing the data as a one-hot vector of many dimensions, an embedding column represents that data as a lower-dimensional, ordinary vector in which each cell can contain any number, not just 0 or 1. By permitting a richer palette of numbers for every cell, an embedding column contains far fewer cells than an indicator column.
The dimension parameter is the length of the vector you're reducing the categories to.

Related

How to handle skewed categorical data for multiclass-classification task?

I want to know how to handle the skewed data which contains a particular column that has multiple categorical values. Some of these values have more value_counts() than others.
As you can see in this data the values greater than 7 have value counts lot less than others. How to handle this kind of skewed data? (This is not the target variable. I want to know about skewed independent variable)
I tried changing ' these smaller count values to a particular value (-1). That way I got count of -1 comparable to other values. But training classification model on this data will affect the accuracy.
Oversampling techniques for minority classes/categories may not work well in many scenarios. You could read more about them here.
One thing you could do is to assign different weights to samples from different classes in your model's loss function, inversely proportional to their frequencies. This would ensure that even classes with few datapoints will equally affect the model's loss, as compared to classes with large number of datapoints.
You could share more details about the dataset or the specific model that you are using, to get more specific suggestions/solutions.

how to predict winner based on teammates

I am trying to create a machine learning model to predict the position of each team, but I am having trouble organizing the data in a way the model can train off of it.
I want the pandas dataframe to look something like this
Where each tournament has team members constantly shifting teams.
And based on the inputted teammates, the model makes a prediction on the team's position. Anyone have any suggestions on how I can make a pandas dataframe like this that a model can use as trainnig data? I'm completely stumped. Thanks in advance!
Coming on to the question as to how to create this sheet, you can easily get the data and store in the format you described above. The trick is in how to use it as training data to your model. We need to convert it in numerical form to be able to be used as training data to any model. As we know that the max team size is 3 in most cases, we can divide the three names in three columns (keep the column blank, if there are less than 3 members in the team). Now we can either use Label encoding or One-hot encoding to convert the names to numbers. You should create a combined list of all three columns to fit a LabelEncoder and then use transform function individually on each column (since the names might be shared in these 3 columns). On label encoding, we can easily use tree based models. One-hot encoding might lead to curse of dimensionality as there will be many names, so I would prefer not to use it for an initial simple model.

Processing column with letters before feeding into a NN

I wanted to implement a classification algorithm using NN but some columns have complex alphanumeric strings, so I just chose only the simpler columns to check. Here is an example with few elements of the columns I chose...
Few Elements of the COL
As you can see these columns have A,G,C or T..etc. Some had combinations of the 4 letters but I removed it for now. My plan was to map each of these letters to values like 1,2,3 and 4 and then feed them to the NN.
Is this mapping acceptable for feeding into a dense NN?? Or is there any better method for doing this
I would not map it to integers like 1, 2, 3 etc because you are mistakenly giving them a certain order or rank which the NN may capture as important, although this ranking does not truly exist.
If you do not have high cardinality (many unique values) then you can apply One-Hot Encoding. If the cardinality is high, then you should use other encoding techniques, otherwise one-hot encoder will introduce a lot of dimensionality to your data and sparsity, which are not welcomed. You can find here some other interesting methods to encode categorical variables.

Scalling Feature implemented in DataFrame modelling

I have dataset with 15 columns with below scenario
9 -columns are categorical use so I have convert the data one hot encoder
6 columns are numeric, out of 6 - 3 columns is having outlier since column values are different range, so I have chosen RobustScaler() as scaling features and other I chosen standard Scalar.
after that I have combined all the data frame and apply the Logistic Regression algorithm my model produced very low score even I got the good score with out scaling.
will any one can able to help on this ?
please apply column standardization to data frame and see the output..I guess since logistic regression is sensitive to outliers,you are facing problem
impute outliers properly and then apply column standardization

How tensorflow deals with large Variables which can not be stored in one box

I want to train a DNN model by training data with more than one billion feature dimensions. So the shape of the first layer weight matrix will be (1,000,000,000, 512). this weight matrix is too large to be stored in one box.
By now, is there any solution to deal with such large variables, for example partition the large weight matrix to multiple boxes.
Update:
Thanks Olivier and Keveman. let me add more detail about my problem.
The example is very sparse and all features are binary value: 0 or 1. The parameter weight looks like tf.Variable(tf.truncated_normal([1 000 000 000, 512],stddev=0.1))
The solutions kaveman gave seem reasonable, and I will update results after trying.
The answer to this question depends greatly on what operations you want to perform on the weight matrix.
The typical way to handle such a large number of features is to treat the 512 vector per feature as an embedding. If each of your example in the data set has only one of the 1 billion features, then you can use the tf.nn.embedding_lookup function to lookup the embeddings for the features present in a mini-batch of examples. If each example has more than one feature, but presumably only a handful of them, then you can use the tf.nn.embedding_lookup_sparse to lookup the embeddings.
In both these cases, your weight matrix can be distributed across many machines. That is, the params argument to both of these functions is a list of tensors. You would shard your large weight matrix and locate the shards in different machines. Please look at tf.device and the primer on distributed execution to understand how data and computation can be distributed across many machines.
If you really want to do some dense operation on the weight matrix, say, multiply the matrix with another matrix, that is still conceivable, although there are no ready-made recipes in TensorFlow to handle that. You would still shard your weight matrix across machines. But then, you have to manually construct a sequence of matrix multiplies on the distributed blocks of your weight matrix, and combine the results.