Anas Bilal Editor at IgMin Research
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Biography
Anas Bilal received a B.S. degree in telecommunication and networks from Iqra University, Pakistan, in 2013, an M.S. degree in electrical and electronic systems from the University of Lahore, Pakistan, in 2016, and a Ph.D. degree in Electronics science and technology from Beijing University of Technology, Beijing, China in 2021. Currently, he is working as an assistant Professor and undergraduate supervisor at the Software College, Hainan Normal University, Haikou, China. He has published more than 30 technical articles in scientific journals and conference proceedings. Dr. Anas's research work focuses on various image processing and computation communication methods through technology, developing new and innovative approaches for medical imaging, and remote sensing images
Research Interest
AI, Computer vision, Image processing, medical imaging, Remote Sensing, and Pattern Recognition
Editor
Work Details
Assistant Professor
Hainan Normal University
College of Information Science and Technology
China
Contribution by Topic Area
Why publish with us?
Global Visibility – Indexed in major databases
Fast Peer Review – Decision within 14–21 days
Open Access – Maximize readership and citation
Multidisciplinary Scope – Biology, Medicine and Engineering
Editorial Board Excellence – Global experts involved
University Library Indexing – Via OCLC
Permanent Archiving – CrossRef DOI
APC – Affordable APCs with discounts
Citation – High Citation Potential
Which articles are now trending?
Research Articles
- Unraveling Cognitive Aging: A Comprehensive Narrative Review of the Seattle Longitudinal Study and Recent Breakthroughs
- Utilising Phytoremediation in Green Technologies: Exploring Natural Means of Environmental Clean-up
- Application of Virtual Reality (VR) in Facility Management Competency-based Training (CBT) in the Era of Industrie 5.0
- Risk of Nutritional Deficiencies and Changes in Dietary Patterns after Bariatric Surgery
- Contamination in Heat Exchangers: Types, Energy Effects and Prevention Methods
- Gaussian-Transform for the Dirac Wave Function and its Application to the Multicenter Molecular Integral Over Dirac Wave Functions for Solving the Molecular Matrix Dirac Equation
