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Newton Raphson Method #1238

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Anirudh3167 opened this issue Jun 11, 2023 · 5 comments
Closed

Newton Raphson Method #1238

Anirudh3167 opened this issue Jun 11, 2023 · 5 comments
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C Program in C C++ Programs in C++ Java Programs in Java Maths function Algorithms to implement mathematical functions no-issue-activity Python Programs in Python SSOC23 PR under Social Summer of Code SSOC-INTERMEDIATE 20 points

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@Anirudh3167
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Is your feature request related to a problem? Please describe.
This is a root finding technique for a given equation without the need of specifying the intervals

Describe the solution you'd like
The Newton-Raphson method, also known as Newton's method, is a numerical algorithm used to find the root of a function. It is an iterative process that uses the derivative of the function to approximate the root more efficiently than the bisection method or the secant method

Describe alternatives you've considered
None

Additional context
This method is considered as one of the fastest methods than the Bi section and Secant method as the number of iterations taken will be reduced as quadratic (i.e. Quadratic Convergence)

Kindly assign this issue to me

@Kumar-laxmi
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Assigned!
@Anirudh3167 : C, C++, Python and Java

@Kumar-laxmi Kumar-laxmi added Maths function Algorithms to implement mathematical functions C Program in C C++ Programs in C++ Python Programs in Python Java Programs in Java SSOC23 PR under Social Summer of Code SSOC-INTERMEDIATE 20 points labels Jun 13, 2023
@VSatwika
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@Kumar-laxmi Could this issue be assigned to me as it's been over a week.

@Anirudh3167
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I have already done the code.

Most of the time was consumed by the function customisation.

I will submit the PR by tomorrow

@Tanyamodi
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I would like to work on this issue, kindly assign this to me.

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Labels
C Program in C C++ Programs in C++ Java Programs in Java Maths function Algorithms to implement mathematical functions no-issue-activity Python Programs in Python SSOC23 PR under Social Summer of Code SSOC-INTERMEDIATE 20 points
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