Suggestion Can we improve database search for complex mathematical equations?

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The discussion focuses on improving database search capabilities for complex mathematical equations, specifically regarding the convergence of the integral ∫_0^(1/2) (x^(a-1)/ln(x)) dx. Users express the need for advanced search techniques that can handle variations in notation and limits of integration, making it easier to find relevant information within a large database. There is optimism about developing a search engine that could accommodate these requirements, even if it starts with basic ASCII searches. Participants acknowledge the value of the existing database and suggest that enhancements could significantly improve user experience. The conversation highlights a desire for more efficient access to mathematical resources.
squidsoft
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Hello,

May I suggest an improvement to the forum: provide more advance techniques to search. For example, suppose I wanted to find out everything regarding convergence of the following integral:

\int_0^{1/2}\frac{x^{a-1}}{\ln(x)}dx

Over 2 million entries seems like such a wonderful database of math. However obtaining the information seems to be difficult.

Is is possible to write a db search engine and input: "convergence of \int_0^{1/2}\frac{x^{a-1}}{\ln(x)}dx" and have it search not only my string but the integral in general even with different letters and use of log or Log or other limits of integration?
 
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squidsoft said:
Hello,

May I suggest an improvement to the forum: provide more advance techniques to search. For example, suppose I wanted to find out everything regarding convergence of the following integral:

\int_0^{1/2}\frac{x^{a-1}}{\ln(x)}dx

Over 2 million entries seems like such a wonderful database of math. However obtaining the information seems to be difficult.

Is is possible to write a db search engine and input: "convergence of \int_0^{1/2}\frac{x^{a-1}}{\ln(x)}dx" and have it search not only my string but the integral in general even with different letters and use of log or Log or other limits of integration?

Sounds fantastic, when do you get started? :-p
 
Greg Bernhardt said:
Sounds fantastic, when do you get started? :-p

Hello Mr. Bernhardt. I'm optimistic it can be done without knowing the format of the database but even if it's straight ASCII searches I would think something could be done. You have a unique compilation of math here probably equivalent to Mathworld and in some ways better. I suspect this will happen sometime in the future.

Thanks for making PF available to us. :)
 
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