numerical analysis

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The study of algorithms to solve mathematical problems concerning continuous sets of values (such as the real numbers, complex numbers or vector spaces)
The study of approximation techniques for solving mathematical problems, taking into account the extent of possible errors. Branch of applied mathematics that studies methods for solving complicated equations using arithmetic operations, often so complex that they require a computer, to approximate the processes of analysis (i.e., calculus). The arithmetic model for such an approximation is called an algorithm, the set of procedures the computer executes is called a program, and the commands that carry out the procedures are called code. An example is an algorithm for deriving by calculating the perimeter of a regular polygon as its number of sides becomes very large. Numerical analysis is concerned not just with the numerical result of such a process but with determining whether the error at any stage is within acceptable bounds
use of mathematical methods in problem solving
numerical analysis

    Heceleme

    nu·me·ri·cal a·na·ly·sis

    Türkçe nasıl söylenir

    numerıkıl ınälısıs

    Telaffuz

    /no͞oˈmerəkəl əˈnaləsəs/ /nuːˈmɛrəkəl əˈnæləsəs/