Journal of Computational Geometry - Macodrum library, Carleton University | 2024 Cite Score:0.9 | Q2

Cite Score and Journal Rank of Journal of Computational Geometry

• About: Journal of Computational Geometry (JoCG) is a peer-reviewed academic journal dedicated to the field of computational geometry. The journal publishes research on the theoretical and practical aspects of geometric computation, focusing on algorithms and applications in various domains.
• Objective: The primary objective of the Journal of Computational Geometry is to advance the field of computational geometry by publishing high-quality research that addresses both theoretical and practical problems. Topics covered include geometric algorithms, geometric data structures, computational topology, geometric optimization, and applications in areas such as computer graphics, robotics, geographic information systems, and computer-aided design. The journal aims to provide a platform for researchers to share their findings and contribute to the development of new geometric techniques and applications.
• Interdisciplinary Approach: The journal adopts an interdisciplinary approach by integrating research from various fields that apply computational geometry techniques. This includes computer science, mathematics, engineering, and related disciplines. By bridging multiple areas, the journal facilitates a comprehensive exploration of how geometric methods can be applied to solve problems across different domains. Contributions that offer novel insights or methodologies applicable to multiple fields are particularly encouraged.
• Impact and Significance: Journal of Computational Geometry has a significant impact on both academic and professional communities involved in geometric computation and its applications. The research published in the journal provides valuable contributions by presenting new algorithms, data structures, and applications that address contemporary challenges in computational geometry. It serves as a key resource for researchers, practitioners, and technologists who are engaged in developing and applying geometric techniques.

• Journal Home:  Journal Homepage

• Editor-in-Chief:  Dr. Colin Foster

• Scope: The Journal of Computational Geometry focuses on the study of computational geometry, which involves the use of algorithms and mathematical techniques to solve geometric problems. Its scope includes a wide range of topics related to the theory and application of computational geometry. The journal covers:
• 1. Computational Geometry Theory: Research on the theoretical foundations of computational geometry, including geometric algorithms, complexity, and combinatorial geometry.
• 2. Geometric Algorithms: Development and analysis of algorithms for solving geometric problems, including algorithms for convex hulls, triangulation, and spatial data structures.
• 3. Geometric Data Structures: Studies on data structures designed for efficient geometric computations, including spatial indexing, range searching, and hierarchical structures.
• 4. Computational Geometry in Graphics: Application of computational geometry techniques in computer graphics, including rendering, modeling, and animation.
• 5. Geometric Optimization: Research on optimization problems in computational geometry, including geometric packing, covering, and partitioning.
• 6. Geometric Applications: Studies on the application of computational geometry in various fields such as robotics, computer-aided design, geographic information systems, and virtual reality.
• 7. Geometric Modelling and Visualization: Exploration of methods for geometric modeling and visualization, including surface reconstruction, mesh generation, and geometric transformations.
• 8. Computational Topology: Research on the topological aspects of computational geometry, including persistent homology, topological data analysis, and manifold learning.
• 9. Geometric Computations in Machine Learning: Application of computational geometry techniques in machine learning, including data clustering, dimensionality reduction, and feature extraction.
• 10. Algorithmic Geometry for Robotics: Studies on geometric algorithms used in robotics, including motion planning, collision detection, and kinematics.
• 11. Computational Geometry in Networking: Research on geometric problems related to networking, including wireless network design, network coverage, and routing algorithms.
• 12. Dynamic and Streaming Geometry: Exploration of algorithms for dynamic and streaming geometric data, including incremental algorithms and real-time processing.
• 13. Geometric Problem Solving: Development of novel approaches and techniques for solving geometric problems, including heuristic methods and approximation algorithms.
• 14. Geometric Theory of Computation: Research on the computational complexity of geometric problems and the development of efficient algorithms and data structures.
• Latest Research Topics for PhD in Computer Science

• Print ISSN:  1920180X

  Electronic ISSN:  

• Abstracting and Indexing:  Scopus

• Imapct Factor :  

• Subject Area and Category:   Computer Science, Computational Theory and Mathematics, Computer Science Applications, Mathematics, Geometry and Topology

• Publication Frequency:  

• H Index:  7

• Best Quartile:

  Q1:  

  Q2:  Computational Theory and Mathematics

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• Cite Score:  0.9

• SNIP:  0.796

• Journal Rank(SJR):  0.436

• Latest Articles:   Latest Articles in Journal of Computational Geometry

• Guidelines for Authors: Journal of Computational Geometry Author Guidelines

• Paper Submissions: Paper Submissions in Journal of Computational Geometry

• Publisher:  Macodrum library, Carleton University

  Country:  Canada

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