Emily Eckels

most citedHybrid Symplectic Integrators for Planetary Dynamics

146 citations · 146 across the 1 of their papers we have counts for

collaborators

3 papers

math.CO2020

Set-Sequential Labelings of Odd Trees

Emily Eckels, Ervin Gyori, Junsheng Liu +1

A tree $T$ on $2^{n}$ vertices is called set-sequential if the elements in $V (T) \cup E (T)$ can be labeled with distinct nonzero $(n + 1)$ -dimensional $01$ -vectors such that the vector…

math.NT2019

Linnik's large sieve and the $L^{1}$ norm of exponential sums

Emily Eckels, Steven Jin, Andrew Ledoan +1

The method of proof of Balog and Ruzsa and the large sieve of Linnik are used to investigate the behaviour of the $L^{1}$ norm of a wide class of exponential sums over the square-f…

astro-ph.EP2019★ 146 cited

Hybrid Symplectic Integrators for Planetary Dynamics

Hanno Rein, David M. Hernandez, Daniel Tamayo +6

Hybrid symplectic integrators such as MERCURY are widely used to simulate complex dynamical phenomena in planetary dynamics that could otherwise not be investigated. A hybrid integ…

Set-Sequential Labelings of Odd Trees

Linnik's large sieve and the L1 norm of exponential sums

Hybrid Symplectic Integrators for Planetary Dynamics

Linnik's large sieve and the $L^{1}$ norm of exponential sums