Number theory is the branch of mathematics that deals with the properties of whole numbers. Many number theorists are motivated purely by mathematical intrigue, and historically number theory had ...
Arithmetic properties and digit restrictions are fundamental concepts in number theory that explore the relationships between numbers, their representations, and various sequences derived from them.
Diophantine approximation is a branch of number theory that deals with how well real numbers can be approximated by rational numbers. This area of mathematics has seen significant advancements in ...
In the 19th century, research on these kinds of statements led to the development of much of modern number theory. In the 20th century, it helped inspire one of the most ambitious mathematical ...
Both arithmetic aficionados and the mathematically challenged will be equally captivated by new research that upends hundreds ...
All these datasets except one show that 2024 was warmer than the pre-industrial baseline by more than 1.5°C. Six organisations that monitor global climate made a concerted effort to release their ...
As the planet warms up, heat is not the only record which is likely to be broken. As more water evaporates from warmer oceans and warmer air holds more water vapour, scientists also expect to see ...
The School of Mathematical Sciences invites applications for the PhD projects listed below in the Centre for Combinatorics, Algebra and Number Theory. The Centre for Combinatorics, Algebra and Number ...
Number Theory is one of the oldest branches of modern mathematics. It is motivated by the study of properties of integers and solutions to equations in integers. Many of its problems can be stated ...
WIRED is where tomorrow is realized. It is the essential source of information and ideas that make sense of a world in constant transformation. The WIRED conversation illuminates how technology is ...
Secondly, we introduce rings, and study factorisation in rings, where we also look at some connections with number theory. Groups: Review of basic group theory; permutations and permutation groups; ...
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