Traditional ML solves a prediction problem (classification or regression) on a single instance at a time. E.g. if you are doing spam detection on email, you will look at all the features associated with that email and classify it as spam or not. The aim of traditional ML is to come up with a class (spam or no-spam) or a single numerical score for that instance.
LTR solves a ranking problem on a list of items. The aim of LTR is to come up with optimal ordering of those items. As such, LTR doesn’t care much about the exact score that each item gets, but cares more about the relative ordering among all the items.
Traditional ML solves a prediction problem (classification or regression) on a single instance at a time. E.g. if you are doing spam detection on email, you will look at all the features associated with that email and classify it as spam or not. The aim of traditional ML is to come up with a class (spam or no-spam) or a single numerical score for that instance.
LTR solves a ranking problem on a list of items. The aim of LTR is to come up with optimal ordering of those items. As such, LTR doesn’t care much about the exact score that each item gets, but cares more about the relative ordering among all the items.
Traditional ML solves a prediction problem (classification or regression) on a single instance at a time. E.g. if you are doing spam detection on email, you will look at all the features associated with that email and classify it as spam or not. The aim of traditional ML is to come up with a class (spam or no-spam) or a single numerical score for that instance.
LTR solves a ranking problem on a list of items. The aim of LTR is to come up with optimal ordering of those items. As such, LTR doesn’t care much about the exact score that each item gets, but cares more about the relative ordering among all the items.
Traditional ML solves a prediction problem (classification or regression) on a single instance at a time. E.g. if you are doing spam detection on email, you will look at all the features associated with that email and classify it as spam or not. The aim of traditional ML is to come up with a class (spam or no-spam) or a single numerical score for that instance.
LTR solves a ranking problem on a list of items. The aim of LTR is to come up with optimal ordering of those items. As such, LTR doesn’t care much about the exact score that each item gets, but cares more about the relative ordering among all the items.
Traditional ML solves a prediction problem (classification or regression) on a single instance at a time. E.g. if you are doing spam detection on email, you will look at all the features associated with that email and classify it as spam or not. The aim of traditional ML is to come up with a class (spam or no-spam) or a single numerical score for that instance.
LTR solves a ranking problem on a list of items. The aim of LTR is to come up with optimal ordering of those items. As such, LTR doesn’t care much about the exact score that each item gets, but cares more about the relative ordering among all the items.
- Learning to rank learns to directly rank items by training a model to predict the probability of a certain item ranking over another item.
- This is done by learning a scoring function where items ranked higher should have higher scores. The model can be trained via gradient descent on a loss function defined over these scores.
- For each item, gradient descent pushes the score up for every item that ranks below it and pushes the score down for every item that ranks above it. The “strength” of the push is determined by the difference in scores.
- To ensure that the model focuses on getting the higher ranks (which are generally more important) correct, we can weight the “strength” of the push by a factor that accounts for how important the ranking is.
Discounted reflects the goal of having the most relevant strings ranked towards the top of our predictions
Normalization makes it possible to compare scores across samples since the number of strings within different Strings outputs can vary widely.
which we obtain from FLARE-identified relevant strings contained within historical malware reports.
Discounted reflects the goal of having the most relevant strings ranked towards the top of our predictions
Normalization makes it possible to compare scores across samples since the number of strings within different Strings outputs can vary widely.
which we obtain from FLARE-identified relevant strings contained within historical malware reports.