Submit a Bug Report
Welcome to the Submit a Bug Report section of Mathonline. We greatly appreciate users that submit bug reports found on any of our pages, as it helps improve the quality of the content we put out. With there being hundreds of pages on Mathonline, it is very easy for a pesky little bug to appear.
Nevertheless, to help us fix these bugs as quickly as possible, we ask that you please submit bug reports in the following form for organization sake. All posts made that are not about errors on a page on the site will be deleted.
- In the "post title", simply write the name of the page that has the error.
- In the body of the post, describe what the bug is. Be as brief as possible!
- For severe bugs such as page glitching, etc…, please provide what operating system (PC, Mac, Linux, etc…) and web browser (Internet Explorer, Firefox, Safari, etc…) you are using.
Examples of Bug Reports
- Broken links, broken images, or broken math code
- Math code that has been cut out of range of view.
- Massive page stretch, broken images.
- Technical glitches.
Hi,
Thank you for your website. I have found these typos in the page "
Bases of a Topology"
In the line after Eq. 2, it should be written as,
U is subset of P(X).
In the last line of the page, it should be written as,
Therefore every….
Thank you.
MTT
Hi,
on the Page: The Baire Category Theorem Review
On The Baire Category Theorem for Complete Metric Spaces page we … open and ##gold|dense#3 sets in X.
It is about the symbol # and the word gold.
Thank you
Hi,
on the page: Eigenvalues and Eigenvectors Examples 1
In the Example 3, the converse direction of the proof: … Since[[ T^{-1}$ is also …
Thank you
Hi,
On the page: The Closure of a Set in a Metric Space
Just after the definition of the closure of a set S, it is stated that in any metric space (M, d), for every set S \subseteq M, S \subset S^{\bar}. However, if we let M be a finite set of cardinality greater than 1 with the discrete topology, the closure of the open ball around any point is the open set itself. Therefore, I believe it should be the case that S \subseteq S^{\bar}.
Thank you,
Juspreet Singh Sandhu
Hi
I am husnain seo expert. you site is realy very good and well managed. But there is security issue. Your site is http(not secure). You should secure your site with https. If you need any help in this matter. Feel free to contact with me on my email.
Thanks.
Regards!
M. Husnain
SEO Expert & Digital Marketer
Open Redirect in AllTube | Redirect Vulnerability CVE-2022-0692
Description
Impact
Releases prior to 3.0.1 are vulnerable to an open redirect vulnerability that allows an attacker to construct a URL that redirects to an arbitrary external domain.
Vuln_Url: graphite.wikidot.com
/index.php/evil.com
Patches
3.0.1 contains a fix for this vulnerability.
(The 1.x and 2.x releases are not maintained anymore.)
Thank You,
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