Reduce the complexity of an algorithm and promote modularity

Just about every developer has found himself in a situation where they had a complicated algorithm in a single, virtually unreadable method, that was entangled together with other methods in a class. For example, say you have a general-purpose class for solving equations:

The above equation solver is hard-coded, meaning that to substitute a different solver, you would have to manually replace each instance. Let’s start by taking it out into a separate class. To do this, we use an in-place refactoring (Ctrl+Shift+R) and choose the Move to Another Type option: Then, we need to specify the class to move the method to. In order to separate concerns better, we pick a separate class called QuadraticEquationSolver for this: Now that the method has been moved, let’s try taking the discriminant out to a separate calculation. This is easy – we simply highlight the discriminant calculation, invoke an in-place refactoring and choose Extract Method: Now, all we need to do is to give the new method a name: And it’s done:

You’ll notice that parameter ordering is different. To get it in the ‘canonical’ order (a, then b, then c), we invoke a Change Signature refactoring: And, after applying it, the method parameters are in the right place:

Now, let’s suppose that, after a while, we find a safer solver for quadratic equations. To factor it into the program, we’ll first need to create an abstract base class QuadraticEquationSolverBase. Once again, we use an in-place refactoring, choosing the Extract Superclass option: In the dialog that shows up, we get to pick which members will be promoted upwards. We only want the CalculateDiscriminant method: We add an abstract definition of the Calculate() method (previously called Quadratic()) and end up with the following base class:

We also got rid of the static keyword anywhere with the assumption that the implementations of QuadraticEquationSolverBase will be handled by a lifetime manager within our code. Consequently, ReSharper reminds us to add the override keyword in our QuadraticEquationSolver class: Now, let’s say we found a safer version of the quadratic equation solver. Let’s implement it. First, we use the Create derived type context action on our base class: Then, we are asked to implement members on this type, which we do: Finally, we provide an implementation, making use of the base class’ CalculateDiscriminant() method:

And we’re done! Now the quadratic equation solver can be easily used, with its configuration and instantiation typically handled by an IoC container.

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