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Home/ Questions/Q 3225278
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Editorial Team
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Editorial Team
Asked: May 17, 20262026-05-17T16:19:16+00:00 2026-05-17T16:19:16+00:00

I’ve been asked to recommend a resource (on-line, book or tutorial) to learn Algorithms

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I’ve been asked to recommend a resource (on-line, book or tutorial) to learn Algorithms (in the sense of of the MIT Intro to Algorithms) for non-CS or Math majors. Obviously the MIT book is way too involved and some of the lighter treatments (like OReilly’s Algorithms in a Nutshell) still seem as if you would need to have some background in algorithmic analysis. Is there resource that presents the material in a way that developers who do not have a background in theoretical computer science will find useful?

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  1. Editorial Team
    Editorial Team
    2026-05-17T16:19:16+00:00Added an answer on May 17, 2026 at 4:19 pm

    I think the best way to learn algorithms are through the various competition sites.

    • USACO – my personal favorite, as it gives a clear path through the material
    • TopCoder – already mentioned
    • Sphere Online Judge – great if you want to work in another language other than C/C++/Java

    As far as books, the best single intro I’ve seen for the non-math specialist is Data Structures and Algorithms. It takes you through an algorithm line by line and shows you how it decomposes mathematically, something CLRS’s otherwise excellent analysis section is a little less clear on.

    Skiena’s Algorithm Design Manual is also excellent, as is his Programming Challenges, which is essentially a tutorial through the Valladolid Online Judge.

    Honestly, though, I think the single most helpful thing a beginner can do is to implement the various algorithms — merge sort, say, followed by Quicksort — and time them against variously sized inputs. Create a spreadsheet with a graph that shows their growth over time. Very few non-specialists will have the patience or the know-how to set up a recurrence relation and solve their way through it. But you must understand the effect of, say O n^2 growth over time, and there’s no better way to learn this than to watch your own program blow through its memory stack. 🙂

    I say this as a non-CS, non-math programmer who has spent a good couple of months wrapping my mind around algorithmic analysis.

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