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The 2 different programs in this folder contain the same implementation!
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The programs basically are a python implementation of the Catalan Numbers.
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They're similar to Fibonacci (very slightly)
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The 2 different implementations vary only in terms of time taken!<br>
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Basically we can implement in 3 different ways!<br>
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(1) Recursively <br>
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(2) Dynamic Programming <br>
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(3) Binomial Coefficient <br><br>
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Each of the above 3 implementations have a descending order of time complexities from (1) to (3) <br><br>
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For (1) the time complexity is exponential<br>
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For (2) the time complexity is O(n^2)<br>
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For (3) the time complexity is O(n)<br><br>
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The Binomial implementation has the best time complexity while the Recursive implementation has the worst time complexity<br>
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In this folder we have the Binomial and Recursive implementations of Catalan Numbers.<br><br>
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Sources : https://www.geeksforgeeks.org/program-nth-catalan-number/ (You can have a look at this to know more about Catalan number implementations and its theory.)
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