17 citations · 52 across the 12 of their papers we have counts for
12 papers
Barwise Section Boundary Detection in Symbolic Music Using Convolutional Neural Networks
Omar Eldeeb, Martin Malandro
Current methods for Music Structure Analysis (MSA) focus primarily on audio data. While symbolic music can be synthesized into audio and analyzed using existing MSA techniques, suc…
The Florence Price Art Song Dataset and Piano Accompaniment Generator
Tao-Tao He, Martin E. Malandro, Douglas Shadle
Florence B. Price was a composer in the early 20th century whose music reflects her upbringing in the American South, her African heritage, and her Western classical training. She…
Composer's Assistant 2: Interactive Multi-Track MIDI Infilling with Fine-Grained User Control
Martin E. Malandro
We introduce Composer's Assistant 2, a system for interactive human-computer composition in the REAPER digital audio workstation. Our work upgrades the Composer's Assistant system…
Composer's Assistant: An Interactive Transformer for Multi-Track MIDI Infilling
Martin E. Malandro
We introduce Composer's Assistant, a system for interactive human-computer composition in the REAPER digital audio workstation. We consider the task of multi-track MIDI infilling w…
Partial Difference Sets in
Martin E. Malandro, Ken W. Smith
We give an algorithm for enumerating the regular nontrivial partial difference sets (PDS) in the group . We use our algorithm to obtain all of these PD…
Enumeration of finite inverse semigroups
Martin E. Malandro
We give an efficient algorithm for the enumeration up to isomorphism of the inverse semigroups of order n, and we count the number S(n) of inverse semigroups of order n<=15. This i…
Fourier inversion for finite inverse semigroups
Martin E. Malandro
This paper continues the study of Fourier transforms on finite inverse semigroups, with a focus on Fourier inversion theorems and FFTs for new classes of inverse semigroups. We beg…
Inverse semigroup spectral analysis for partially ranked data
Martin E. Malandro
Motivated by the notion of symmetric group spectral analysis developed by Diaconis, we introduce the notion of spectral analysis on the rook monoid (also called the symmetric inver…
Integer compositions with part sizes not exceeding k
Martin E. Malandro
We study the compositions of an integer n whose part sizes do not exceed a fixed integer k. We use the methods of analytic combinatorics to obtain precise asymptotic formulas for t…
Algebraic and combinatorial aspects of sandpile monoids on directed graphs
Scott Chapman, Rebecca Garcia, Luis David García-Puente +2
The sandpile group of a graph is a well-studied object that combines ideas from algebraic graph theory, group theory, dynamical systems, and statistical physics. A graph's sandpile…
Fast Fourier Transforms for Finite Inverse Semigroups
Martin Malandro
We extend the theory of fast Fourier transforms on finite groups to finite inverse semigroups. We use a general method for constructing the irreducible representations of a finite…
Fast Fourier Transforms for the Rook Monoid
Martin Malandro, Daniel N. Rockmore
We define the notion of the Fourier transform for the rook monoid (also called the symmetric inverse semigroup) and provide two efficient divide-and-conquer algorithms (fast Fourie…