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Calculating Stirling Numbers
Don’t worry if you don’t know what those are, because I’m here to break it down for ya in a way that won’t put…
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Stirling Numbers of the Second Kind
These little guys are like the cooler older brother of factorials (which is already pretty ***** cool). They come in handy when you need…
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Improved Asymptotic Formulas for the Gamma Function
In fact, let me start with a little joke: Why did the gamma function go to therapy? Because it had issues with its integral!…
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Approximating Gamma Function for Large Arguments
The Gamma Function is a mathematical function used to calculate factorials (think: how many ways can you arrange n objects?). But when we get…
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Approximating Gamma Function using Stirling’s Formula
So what is the gamma function? Well, let me put it simply: it’s basically a fancy way of calculating factorials for really big numbers.…
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Stirling’s Approximation for Gamma Function
And trust us, this is gonna blow your mind! So what exactly is the gamma function? Well, it’s basically just a mathematical tool for…
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stirling’s series and formula
Instead, let me break it down for you in a way that even a layman can understand! To kick things off, what is Stirling’s…
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Integral Calculus: A Convergent Series for Inverted Rising Factorials
Specifically, we’ll be discussing the concept of inverted rising factorials (IRFs) and how they can be used to create convergent series for integrals. Now,…
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A Convergent Version of Stirling’s Formula
First off, let me explain what Stirling’s formula is for those who may not know. It’s an approximation used in calculus and statistics to…
