Source: wikibot/1930s-in-mathematics
= 1930s in mathematics
{wiki=Category:1930s_in_mathematics}
The term "1930s in mathematics" refers to a period during which significant developments and discoveries were made across various fields of mathematics. Here are some notable areas and developments from that decade: 1. **Set Theory**: The 1930s saw the establishment of formal set theory and the development of related foundational issues, particularly in response to paradoxes such as Russell's Paradox.