👉 In mathematics, a subproof is an argument or proof that relies on fewer assumptions than the original proof. It is often used in the context of mathematical reasoning to avoid unnecessary computations and to provide additional insight into the structure of the proof. Subproofs can be used for various purposes, including: 1. Proving properties: Subproofs help in proving properties by providing a more direct way of establishing that certain conditions are met. 2. Providing new insights: By showing how an original argument is
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What is the definition of Subproof? 🙋
👉 In mathematics, a "subproof" is a proof that can be derived from another proof by using only previously established facts. Subproofs are often used to prove more complex results or to provide additional information about a given theorem. For example, consider the following statement: If $a$ and $b$ are natural numbers such that $a^2 - b^2 = 1$, then $a$ is even and $b$ is odd. This statement can be derived from
