Is our way of expressing ideas in the language of mathematics fundamental in nature? How do logical truths that are derived from a set of axioms follow such elegant patterns? How are physical quantities that seem different become analogous at the fundamental part of nature?(i.e. mass and length of the pendulum; spring constant and gravitational acceleration) Do these equations have to emerge due to them being the only way possible to describe certain phenomena in nature? How is translating our ideas in the language of mathematics analogous to the nature of computer programming?
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