38 citations
- Saitama UniversityJP3 papers
- Butler UniversityUS1 paper
- California State University, SacramentoUS1 paper
- California State University SystemUS1 paper
- Kerntechnische Entsorgung Karlsruhe (Germany)DE1 paper
- Leibniz University HannoverDE1 paper
- Louisiana State UniversityUS1 paper
- National Radio Astronomy ObservatoryUS1 paper
- Nihon UniversityJP1 paper
- Occidental CollegeUS1 paper
- Tohoku UniversityJP1 paper
- Tokyo Denki UniversityJP1 paper
21 papers
Metallicity Structure in Galactic Longitude-Velocity Diagrams of the Milky Way Disk and FIRE-2 Simulations
Victor Liu, Dana S. Balser, Trey V. Wenger
We investigate longitude-velocity (-) diagrams as a diagnostic tool to study the metallicity structure of the Milky Way (MW) disk. The present-day metallicity structure en…
Diameter Constraints in 2-distance Graphs
Oleksiy Al-saadi, Joseph Natal
For any finite, simple graph , its -distance graph is a graph having the same vertex set where two vertices are adjacent if and only if their distance is $2…
A database of upper limb surface electromyogram signals from demographically diverse individuals
Harshavardhana T. Gowda, Neha Kaul, Carlos Carrasco +9
Upper limb based neuromuscular interfaces aim to provide a seamless way for humans to interact with technology. Among noninvasive interfaces, surface electromyogram (EMG) signals h…
Spanning trees in -covers of a finite graph and Mahler measures
Riccardo Pengo, Daniel Vallières
Using the special value at of Artin-Ihara -functions, we associate to every -cover of a finite connected graph a polynomial which we call the \emph{Ihara polyn…
Correlations of the Thue--Morse sequence
Michael Baake, Michael Coons
The pair correlations of the Thue--Morse sequence and system are revisited, with focus on asymptotic results on various means. First, it is shown that all higher-order correlations…
On the distribution of Iwasawa invariants associated to multigraphs
Cédric Dion, Antonio Lei, Anwesh Ray +1
Let be a prime number. The Iwasawa theory of multigraphs is the systematic study of growth patterns in the number of spanning trees in abelian -towers of multigraphs.…