Daniel S. Lopes

Publication Activity (10 Years)

Years Active: 2013-2024
Publications (10 Years): 8

Top Topics

Camera Movement

Top Venues

Conference on Designing Interactive Systems (Companion Volume)

SIGGRAPH Happy Hour

EuroVis (Posters)

Publications

Soraia Figueiredo Paulo, Nuno Leitão Figueiredo, Daniel S. Lopes, Hugo Nicolau
Enhancing Cancer Care through Design: Understanding Multidisciplinary Teams. Conference on Designing Interactive Systems (Companion Volume) (2024)
Beatriz Peres, Hildegardo Noronha, Daniel S. Lopes, Joaquim A. Jorge, Pedro F. Campos
"I Miss Going to that Place": The Impact of Watching Nature Videos on the Well-Being of Informal Caregivers. INTERACT (4) (2023)
Soraia Figueiredo Paulo, Daniel Medeiros, Daniel S. Lopes, Joaquim A. Jorge
Controlling camera movement in VR colonography. CoRR (2022)
Andreia Valente, Augusto Esteves, Daniel S. Lopes
From A-Pose to AR-Pose: Animating Characters in Mobile AR. SIGGRAPH Happy Hour (2021)
Soraia Figueiredo Paulo, Daniel Medeiros, Pedro Brasil Borges, Joaquim A. Jorge, Daniel S. Lopes
Improving Camera Travel for Immersive Colonography. VR Workshops (2020)
Daniel S. Lopes, Afonso Faria, Ana Barriga, Sérgio Caneira, Filomena Baptista, Catarina Matos, Ana F. Neves, Leonor Prates, Ângela Maria Pereira, Hugo Nicolau
Visual Biofeedback for Upper Limb Compensatory Movements: A Preliminary Study Next to Rehabilitation Professionals. EuroVis (Posters) (2019)
Daniel S. Lopes, Filipe Relvas, Soraia Paulo, Yosra Rekik, Laurent Grisoni, Joaquim A. Jorge
FEETICHE: FEET Input for Contactless Hand gEsture Interaction. VRCAI (2019)
Daniel S. Lopes, Rafael Kuffner dos Anjos, Joaquim A. Jorge
Assessing the usability of tile-based interfaces to visually navigate 3-D parameter domains. Int. J. Hum. Comput. Stud. 118 (2018)
Bruno Rodrigues De Araújo, Daniel S. Lopes, Pauline Jepp, Joaquim A. Jorge, Brian Wyvill
A Survey on Implicit Surface Polygonization. ACM Comput. Surv. 47 (4) (2015)
Daniel S. Lopes, Miguel Tavares da Silva, Jorge A. Ambrósio
Tangent vectors to a 3-D surface normal: A geometric tool to find orthogonal vectors based on the Householder transformation. Comput. Aided Des. 45 (3) (2013)