Search Results for author: Sk Aziz Ali

Found 11 papers, 2 papers with code

CAD-SIGNet: CAD Language Inference from Point Clouds using Layer-wise Sketch Instance Guided Attention

no code implementations27 Feb 2024 Mohammad Sadil Khan, Elona Dupont, Sk Aziz Ali, Kseniya Cherenkova, Anis Kacem, Djamila Aouada

Thanks to its auto-regressive nature, CAD-SIGNet not only reconstructs a unique full design history of the corresponding CAD model given an input point cloud but also provides multiple plausible design choices.

3D Reconstruction CAD Reconstruction

SHARP Challenge 2023: Solving CAD History and pArameters Recovery from Point clouds and 3D scans. Overview, Datasets, Metrics, and Baselines

1 code implementation30 Aug 2023 Dimitrios Mallis, Sk Aziz Ali, Elona Dupont, Kseniya Cherenkova, Ahmet Serdar Karadeniz, Mohammad Sadil Khan, Anis Kacem, Gleb Gusev, Djamila Aouada

In this paper, we define the proposed SHARP 2023 tracks, describe the provided datasets, and propose a set of baseline methods along with suitable evaluation metrics to assess the performance of the track solutions.

DELO: Deep Evidential LiDAR Odometry using Partial Optimal Transport

no code implementations14 Aug 2023 Sk Aziz Ali, Djamila Aouada, Gerd Reis, Didier Stricker

In this work, we propose (i) partial optimal transportation of LiDAR feature descriptor for robust LO estimation, (ii) joint learning of predictive uncertainty while learning odometry over driving sequences, and (iii) demonstrate how PU can serve as evidence for necessary pose-graph optimization when LO network is either under or over confident.

Motion Planning Robot Navigation

CADOps-Net: Jointly Learning CAD Operation Types and Steps from Boundary-Representations

no code implementations22 Aug 2022 Elona Dupont, Kseniya Cherenkova, Anis Kacem, Sk Aziz Ali, Ilya Arzhannikov, Gleb Gusev, Djamila Aouada

3D reverse engineering is a long sought-after, yet not completely achieved goal in the Computer-Aided Design (CAD) industry.

TSCom-Net: Coarse-to-Fine 3D Textured Shape Completion Network

1 code implementation18 Aug 2022 Ahmet Serdar Karadeniz, Sk Aziz Ali, Anis Kacem, Elona Dupont, Djamila Aouada

We propose a new neural network architecture for 3D body shape and high-resolution texture completion -- BCom-Net -- that can reconstruct the full geometry from mid-level to high-level partial input scans.

HandVoxNet++: 3D Hand Shape and Pose Estimation using Voxel-Based Neural Networks

no code implementations2 Jul 2021 Jameel Malik, Soshi Shimada, Ahmed Elhayek, Sk Aziz Ali, Christian Theobalt, Vladislav Golyanik, Didier Stricker

To address the limitations of the existing methods, we develop HandVoxNet++, i. e., a voxel-based deep network with 3D and graph convolutions trained in a fully supervised manner.

3D Hand Pose Estimation

RPSRNet: End-to-End Trainable Rigid Point Set Registration Network Using Barnes-Hut 2D-Tree Representation

no code implementations CVPR 2021 Sk Aziz Ali, Kerem Kahraman, Gerd Reis, Didier Stricker

For this task, we use a novel 2^D-tree representation for the input point sets and a hierarchical deep feature embedding in the neural network.

RPSRNet: End-to-End Trainable Rigid Point Set Registration Network using Barnes-Hut $2^D$-Tree Representation

no code implementations12 Apr 2021 Sk Aziz Ali, Kerem Kahraman, Gerd Reis, Didier Stricker

For this task, we use a novel $2^D$-tree representation for the input point sets and a hierarchical deep feature embedding in the neural network.

Fast Gravitational Approach for Rigid Point Set Registration with Ordinary Differential Equations

no code implementations28 Sep 2020 Sk Aziz Ali, Kerem Kahraman, Christian Theobalt, Didier Stricker, Vladislav Golyanik

This article introduces a new physics-based method for rigid point set alignment called Fast Gravitational Approach (FGA).

Gravitational Approach for Point Set Registration

no code implementations CVPR 2016 Vladislav Golyanik, Sk Aziz Ali, Didier Stricker

In this paper a new astrodynamics inspired rigid point set registration algorithm is introduced -- the Gravitational Approach (GA).

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