Axiomatic set theories

In this article we will explore in detail the impact of Axiomatic set theories on today's society. Axiomatic set theories is a topic of great relevance today, since it has a great impact on different aspects of daily life. Throughout this article, we will examine the importance of Axiomatic set theories in everyday life, as well as its influence in areas such as economics, politics, culture, and society in general. Additionally, we will analyze the different perspectives and opinions on Axiomatic set theories, seeking a more complete understanding of its meaning and consequences. By the end of this article, we hope to have provided a deeper and more complete insight into Axiomatic set theories and its relevance in today's world.

Redirect to:

Set theory#Formalized set theory

This page is a redirect. The following categories are used to track and monitor this redirect:

From the plural form: This is a redirect from a plural noun to its singular form.
- This redirect link is used for convenience; it is often preferable to add the plural directly after the link (for example, ]s). However, do not replace these redirected links with a simpler link unless the page is updated for another reason (see WP:NOTBROKEN).
- Use this rcat to tag only mainspace redirects; when plural forms are found in other namespaces, use {{R from modification}} instead.

To a section: This is a redirect from a topic that does not have its own page to a section of a page on the subject. For redirects to embedded anchors on a page, use {{R to anchor}} instead.

With possibilities: This is a redirect from a title that potentially could be expanded into a new article. The topic described by this title may be more detailed than is currently provided on the target page or in a section of that page.
- When the target page becomes too large, or for any reason a new page would be an improvement, this redirect may be replaced with an article, template or other project page that is carved out of the target page. See also {{R to section}} and use together with this rcat when appropriate.
- If the topic of the redirect is not susceptible to expansion, then use other rcats such as {{R to section}} or {{R to list entry}} when appropriate.
- Since a new page may be created, links to this redirect should not be replaced with a direct link to the target page. To make redirects to this page, use {{R avoided double redirect}}.
- {{R printworthy}} should be used together with this template when applied to a redirect in mainspace.
- When used on a template redirect, it will automatically populate Category:Template redirects with possibilities.

When appropriate, protection levels are automatically sensed, described and categorized.

Axiomatic set theories

Wikious

Boobota

Sagapedia