This is a preview. Log in through your library . Abstract Let $\mathscr{A}$ be a set of nonnegative integers, and let $r^{\mathscr{A}}_2(n)$ denote the number of ...

Let T be a subset of the set I of non-negative integers. Define f(θ) = ∑ a(x)θx where the summation extends over T and $a(x) > 0, \theta \geqq 0$ with θ ε Θ ...

Van Ha Vu, newly named as the Percey F. Smith Professor of Mathematics, studies combinatorics, probability, additive number theory, and theoretical computer science. Vu received his Ph.D. in ...

Non-additive measure theory extends the traditional framework of measure and integration by allowing for measures that do not necessarily satisfy the additivity property. This broader perspective has ...

This Spring we were working on some problems from additive number theory together with Matt DeVos and Luis Goddyn. There are some interesting combinatorial problems, some of which Matt has proposed as ...

Algebra and Number Theory are cornerstones of modern mathematics. At their heart, these fields study the underlying structures governing numbers and abstract entities, ranging from rings, fields, and ...

Dr Julia Wolf, Heilbronn Reader in Combinatorics and Number Theory in the School of Mathematics and Associate Chair of the Heilbronn Institute of Mathematical Research, has been awarded the Anne ...

Endre Szemeredi, a 71-year-old Hungarian mathematician, was announced Wednesday as this year’s laureate of the Abel Prize for mathematics, an award often compared to the Nobel Prize. The Norwegian ...