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Nova · Professor Researcher · re-ranking top 20…
A.M. Darke

A.M. Darke

· Principal Faculty in Creative Technologies Associate Professor, DANM, AGPMVerified

University of California, Santa Cruz · Creative Technologies

Active 2021–2024

h-index2
Citations17
Papers55 last 5y
Funding
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Research signals

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Research topics

  • Computer Science
  • Political Science
  • Artificial Intelligence
  • Computer graphics (images)
  • Sociology
  • Applied mathematics
  • Engineering
  • Theoretical computer science
  • Geometry
  • Law
  • Mathematics
  • Combinatorics
  • Structural engineering
  • Data science
  • Human–computer interaction
  • Mathematical analysis
  • Mathematical optimization
  • Gender studies
  • Physics
  • Algorithm

Selected publications

  • More Than Killmonger Locs: A Style Guide for Black Hair (in Computer Graphics)

    2024-07-27 · 3 citations

    article1st authorCorresponding

    We will cover recent advances and ongoing challenges in the depiction of Black hair, otherwise known as kinky, or Afro-textured hair. In computer graphics, the majority hair research has been in the depiction straight or wavy hair. As a result, many aspects of the aesthetics and mechanics of Black hair remain poorly understood. To help fill this gap, we will present Code My Crown, a free guide to creating Black digital hairstyles that we co-authored in collaboration with a community of game artists and Dove. We also cover styling guidelines for 3D models in the Open Source Afro Hair Library, and present Lifted Curls, our strand simulation technique specifically designed for Afro-textured hair. Finally, we will suggest future directions for hair research.

  • Curly-Cue: Geometric Methods for Highly Coiled Hair

    2024-12-03 · 5 citations

    articleOpen access
  • Lifted Curls

    Proceedings of the ACM on Computer Graphics and Interactive Techniques · 2023 · 9 citations

    • Computer Science
    • Computer Science
    • Algorithm

    We present an isotropic, hyperelastic model specifically designed for the efficient simulation of tightly coiled hairs whose curl radii approach 5 mm. Our model is robust to large bends and torsions, even when they appear at the scale of the strand discretization. The terms of our model are consistently quadratic with respect to their primary variables, do not require per-edge frames or any parallel transport operators, and can efficiently take large timesteps on the order of ~1/30 of a second. Additionally, we show that it is possible to obtain fast, closed-form eigensystems for all the terms in the energy. Our eigenanalysis is sufficiently generic that it generalizes to other models. Our entirely vertex-based formulation integrates naturally with existing finite element codes, and we demonstrate its efficiency and robustness in a variety of scenarios.

  • Countering Racial Bias in Computer Graphics Research

    2022 · 14 citations

    Senior authorCorresponding
    • Computer Science
    • Computer Science
    • Computer graphics (images)

    No abstract available.

  • Countering Racial Bias in Computer Graphics Research

    arXiv (Cornell University) · 2021 · 2 citations

    Senior authorCorresponding
    • Computer Science
    • Sociology
    • Political Science

    Current computer graphics research practices contain racial biases that have resulted in investigations into "skin" and "hair" that focus on the hegemonic visual features of Europeans and East Asians. To broaden our research horizons to encompass all of humanity, we propose a variety of improvements to quantitative measures and qualitative practices, and pose novel, open research problems.

Frequent coauthors

  • Theodore Kim

    Yale University

    5 shared
  • Julie Dorsey

    Hong Kong University of Science and Technology

    2 shared
  • Wojciech Jarosz

    Nvidia (United States)

    2 shared
  • Raqi Syed

    Victoria University of Wellington

    2 shared
  • Haomiao Wu

    Yale University

    2 shared
  • Holly Rushmeier

    Yale University

    2 shared
  • Derek Nowrouzezahrai

    McGill University

    2 shared
  • A. Shi

    Yale University

    2 shared

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