I have made a quite few genetic algorithms; they work (they find a reasonable solution quickly). But I have now discovered TDD. Is there a way to write a genetic algorithm (whic
One way I do for unit testing of non-deterministic functions of GA algorithms is put the election of random numbers in a different function of the logic one that uses that random numbers.
For example, if you have a function that takes a gene (vector of something) and takes two random points of the gene to do something with them (mutation or whatever), you can put the generation of the random numbers in a function, and then pass them along with the gene to another function that contains the logic given that numbers.
This way you can do TDD with the logic function and pass it certain genes and certain numbers, knowing exactly what the logic should do on the gene given that numbers and being able to write asserts on the modified gene.
Another way, to test with the generation of random numbers is externalizing that generation to another class, that could be accessed via a context or loaded from a config value, and using a different one for test executions. There would be two implementations of that class, one for production that generates actual random numbers, and another for testing, that would have ways to accept the numbers that later it will generate. Then in the test you could provide that certain numbers that the class will supply to the tested code.
Well the most testable part is the fitness function - where all your logic will be. this can be in some cases quite complex (you might be running all sorts of simulations based on input parameters) so you wanna be sure all that stuff works with a whole lot of unit tests, and this work can follow whatever methodology.
With regards to testing the GA parameters (mutation rate, cross-over strategy, whatever) if you're implementing that stuff yourself you can certainly test it (you can again have unit tests around mutation logic etc.) but you won't be able to test the 'fine-tuning' of the GA.
In other words, you won't be able to test if GA actually performs other than by the goodness of the solutions found.
Seems to me that the only way to test its consistent logic is to apply consistent input, ... or treat each iteration as a single automaton whose state is tested before and after that iteration, turning the overall nondeterministic system into testable components based on deterministic iteration values.
For variations/breeding/attribute inheritance in iterations, test those values on the boundaries of each iteration and test the global output of all iterations based on known input/output from successful iteration-subtests ...
Because the algorithm is iterative you can use induction in your testing to ensure it works for 1 iteration, n+1 iterations to prove it will produce correct results (regardless of data determinism) for a given input range/domain and the constraints on possible values in the input.
Edit I found this strategies for testing nondeterministic systems which might provide some insight. It might be helpful for statistical analysis of live results once the TDD/development process proves the logic is sound.
A test that the algorithm gives you the same result for the same input could help you but sometimes you will make changes that change the result picking behavior of the algorithm.
I would make the most effort to have a test that ensures that the algorithm gives you a correct result. If the algorithm gives you a correct result for a number of static seeds and random values the algorithm works or is not broken through the changes made.
Another chance in TDD is the possibility to evaluate the algorithm. If you can automatically check how good a result is you could add tests that show that a change hasn't lowered the qualities of your results or increased your calculating time unreasonable.
If you want to test your algorithm with many base seeds you maybe want to have to test suits one suit that runs a quick test for starting after every save to ensure that you haven't broken anything and one suit that runs for a longer time for a later evaluation