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Outputs (4)

Adaptive Musical Soundtracks: from in-game to on the street (2019)
Presentation / Conference Contribution
Hazzard, A., & Greenhalgh, C. (2019). Adaptive Musical Soundtracks: from in-game to on the street. In AM'19: Proceedings of the 14th International Audio Mostly Conference: A Journey in Sound (31-38). https://doi.org/10.1145/3356590.3356597

We describe the challenges of creating location-based adaptive musical soundtracks, which we try to address via the iterative development of daoplayer, a tool to create such media experiences. Daoplayer is broadly modelled on the functionality of com... Read More about Adaptive Musical Soundtracks: from in-game to on the street.

ParticleTracker: a gui based particle tracking software (2021)
Journal Article
Smith, M. I., & Downs, J. G. (2021). ParticleTracker: a gui based particle tracking software. Journal of Open Source Software, 6(66), Article 3611. https://doi.org/10.21105/joss.03611

Tracking the motion of objects in a video is an important part of the analysis in a diverse range of subject disciplines (Meijering, 2012; Rahman, 2019; Rose, 2020). It enables one to automate the extraction of quantitative information about size, sh... Read More about ParticleTracker: a gui based particle tracking software.

A reduction algorithm for Hilbert modular groups (2022)
Journal Article
Strömberg, F. (2022). A reduction algorithm for Hilbert modular groups. Journal of Number Theory, 241, 581-602. https://doi.org/10.1016/j.jnt.2022.02.011

The aim of this paper is to present an explicit reduction algorithm for Hilbert modular groups over arbitrary totally real number fields. An implementation of the algorithm is available to download from [20]. The exposition is self-contained and suff... Read More about A reduction algorithm for Hilbert modular groups.

Theoretical and computational aspects of Hilbert-Maass forms (2024)
Preprint / Working Paper
Singh, S., & Strömberg, F. Theoretical and computational aspects of Hilbert-Maass forms

We introuce algorithms for computing Hilbert - Maass forms and present results obtained by using these algorithms. We also give an overview of the explicit Hecke theory for Hilbert -Maaass forms in the case of narrow class number one.