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Researchers are finding that approximation, rather than mathematical precision, is crucial in advancing science and engineering. A team has adapted a method for approximating solutions in traditional calculus to fractional calculus, which can create richer models for complex systems like the economy and the human body. This new method may greatly boost computational efforts in solving problems such as satellite positioning, earthquake prediction, and virus spread. Fractional calculus is more effective than traditional calculus in capturing memory effects in these systems, resulting in highly complex equations with approximate solutions.