Menny Aka

collaborators

3 papers

math.NT2026

Planes in quadratic 4-space and associated shapes of lattices

Menny Aka, Konstantin Andritsch, Andreas Wieser

Let $Q = - x_{1}^{2} - x_{2}^{2} - x_{3}^{2} + x_{4}^{2}$ be the standard signature $(1, 3)$ quadratic form. To each non-degenerate rational plane $L$ in the four-dimensional quadratic space $(\mathbb{Q}^4,…

math.GT2026

Seifert surfaces in the four-ball and composition of binary quadratic forms

Menny Aka, Peter Feller, Alison Beth Miller +1

We use composition of binary quadratic forms to systematically create pairs of Seifert surfaces that are non-isotopic in the four-ball. Our main topological result employs Gauss co…

math.NT2025

Fibonacci sequences in $F_{p}$

Menny Aka

We prove a conjecture due to Gica (Fibonacci Quarterly, 2008). Our proof is simple, uses only elementary abstract algebra, and generalizes to other recursive sequences.

Planes in quadratic 4-space and associated shapes of lattices

Seifert surfaces in the four-ball and composition of binary quadratic forms

Fibonacci sequences in Fp​

Fibonacci sequences in $F_{p}$