The framework of analytics capabilities - distinguishing between descriptive, predictive and prescriptive analytics - is well known:
This popular representation suggests a progression: from simple to complex, static to dynamic, beginner to expert...
But for continuous intelligence applications, the relationship between prediction and prescription is much richer: you really can't prescribe if you don't predict.
Part 1 of this article (below) discusses the three main reasons for this. Part 2 describes two strategies for integrating predictions and prescriptions.
Streaming data is one of the defining features of continuous intelligence. And due to the nature of time series, the ability to predict an event stream is the only robust proof that you understand it: since time dependencies are integral to the challenge, you must be able to capture them.
No ifs or buts.
This reshuffles our analytics capabilities framework a bit:
Constantly updated prediction errors tell you how accurate your representation of the phenomenon is, thus how legitimate your prescriptions are.
There are two traditional methods for generating business prescriptions.
Both methods are quite deterministic, and there are two ways to factor in real-world uncertainty.
The problem with classic rule- or optimization-based prescriptions is that while each of them may be optimal, nothing ensures the optimality of their sequence. That may be acceptable for low-speed challenges, but not in continuous intelligence situations.
Let's illustrate this with an extreme example of inventory allocation:
It is obvious that taking local demand predictions into account would smooth inventory levels across warehouses over time, and reduce transportation costs. Batch weekly optimals are meaningless - it's continuous optimization that matters.
A couple of years ago, a food and beverage company used the Datapred modeling engine for a real-life test of "continuous optimization". The goal was to allocate water bottles across 577 storage areas in a large European country. The following graph shows (over 18 months) the company's cumulated logistics costs in two situations:
Over the test period, time-consistent prescriptions reduce logistics costs by 15% (€14.7M) compared to discrete prescriptions.
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Part 2 of this article describes two strategies for integrating predictions and prescriptions (both pre-packaged in the Datapred modeling engine). Don't hesitate to contact us for questions. You can also visit this page for a list of external resources on continuous intelligence.