# Functional Testing of Machine Learning Models

Source: [https://docs.qualcomm.com/doc/80-63442-4/topic/functional-testing-of-machine-learning-models.html](https://docs.qualcomm.com/doc/80-63442-4/topic/functional-testing-of-machine-learning-models.html)

Black-box testing and oracles

Black-box testing of machine learning (ML) models refers to testing with no knowledge
            about the internal details of the model, such as the algorithm used to create it and the
            features in it. The main objective of black-box testing is to ensure the quality of the
            models in a sustained manner.

The difficulty in black-box testing lies in trying to identify the test oracle, a
            mechanism for determining whether a test has passed or failed.

## Why are ML models considered non-testable? How could they be made
                testable?

In the case of conventional software development, models are made testable by using a
                test oracle, such as testers, test engineers or testing mechanisms working alongside
                the test program. An oracle can verify the outcome of a test against expected
                values. ML models, however, are often considered untestable because of the
                difficulty in performing black-box testing on them. Since ML models output some sort
                of prediction, there are no expected values against which to verify test
                outcomes.

For lack of a test oracle, pseudo-oracles are used. Pseudo-oracles denote the
                scenario when the outputs for the given set of inputs are compared with each other
                and correctness is determined.

For example, to solve a problem, a program has been coded using two different
                implementations; one of them will be considered the main program. The input passes
                through both implementations. If the output is the same as or proportional to (i.e.,
                it falls within a given range around a predetermined value) the main program, then
                the program can be considered working as expected or correctly.
Figure : Absence of test oracle

![](data:image/png;base64,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)

That is one of many techniques used to perform quality control checks on ML
                models.

## Functional testing

To better understand functional testing of ML models, consider the following
                    example:  
![](data:image/png;base64,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)

where

f = function under test

x = input

y = output

H = Heuristic (i.e., the test or an experiment)

O = Observation and oracle (i.e., the expected result)
Figure : Flow diagram of functional testing

![](data:image/png;base64,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)

## How does a tester perform functional testing for ML models?

Testers must determine the f, x and y values before testing the models. If need be,
                they may consult with the engineers who are building the product, they may read and
                write documentation, they may rely on their own experience by making assumptions and
                they may research materials online. Through those methods, testers will arrive at
                possible experiments and tests (H) and expected results (O). They will also help
                find functional bugs.

Testers clarify the understanding of the f, x, and y values through every iteration
                of the testing process.

**Parent Topic:** [Training and Testing Machine Learning Models](https://docs.qualcomm.com/doc/80-63442-4/topic/training-and-testing-machine-learning-models.html)

Last Published: Jun 24, 2024

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