Binary Classification
Last updated
Last updated
Binary classification models predict a binary outcome (one of two possible classes). In Aporia, these models are represented by the binary model type.
Examples of binary classification problems:
Will the customer buy
this product or not_buy
this product?
Is this email spam
or not_spam
?
Is this review written by a customer
or a robot
?
Frequently, binary models output not only a yes/no answer, but also a probability.
If you have a model with a yes/no decision but without a probability value, then your database may look like the following:
id | feature1 (numeric) | feature2 (boolean) | decision (boolean) | label (boolean) | timestamp (datetime) |
---|---|---|---|---|---|
To monitor this model, we will create a new model version with a schema that include a boolean
prediction:
To connect this model to Aporia from your data source, call the connect_serving(...)
API:
Check out the Data Sources section for further reading on the available data sources and how to connect to each one of them.
If you have a model with a yes/no decision and a probability / confidence value for it, then your database may look like the following:
To monitor this model, it's recommended to create a new model version with a schema that includes the final decision as boolean
field, and the probability as a numeric
field:
To connect the model to Aporia from a data source, call the connect_serving(...)
API:
Check out the Data Sources section for further reading on the available data sources and how to connect to each one of them.
In cases when there is no threshold for your boolean prediction, and the final business result is actually a probability, you may simply omit the decision
field from the examples in the previous section and only include the proba
field for your prediction.
Don't want to connect to a database?
Don't worry - you can log your predictions directly to Aporia.
id | feature1 (numeric) | feature2 (boolean) | proba (numeric) | decision (boolean) | label (boolean) | timestamp (datetime) |
---|---|---|---|---|---|---|
1
13.5
True
True
True
2014-10-19 10:23:54
2
-8
False
False
True
2014-10-19 10:24:24
1
13.5
True
0.8
True
True
2014-10-19 10:23:54
2
-8
False
0.5
False
True
2014-10-19 10:24:24