👉 Linearization is a mathematical technique in which a function or an equation is transformed into a simpler form, often by eliminating the highest power of x from the equation. This process is particularly useful when working with functions that involve multiple variables and have a specific domain or range. Linearization can be applied to any type of equation, but it is most commonly used for polynomial equations in one variable.
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What is the definition of Linearization? 🙋
👉 Linearization is a process in mathematics and computer science that refers to the process of representing a function as a sum of simpler functions. This is often done by replacing the original function with its derivative, which simplifies it into its Taylor series expansion. Linearization is essential for approximating or solving complex problems involving functions that are not explicitly known to be continuous.
