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3rd TAGRA

Oct 16 – 18, 2026 HYBRID
Gumushane
Europe/Istanbul timezone

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Contribution List

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  1. 1. Advancing Biomass Ash Application from Controlled Trials to Field Validation for Brownfield Soil Remediation and Plant Enhancement
    Abdulmannan ROUHANI (Department of Environment, Faculty of Environment, Jan Evangelista Purkyně University in Ústí nad Labem, Czech Republic)
    Soil, Air, and Ecosystem Remediation
    Oral Presentation

    Biomass ash (BA) represents a promising secondary resource for the restoration of degraded soils, provided that its application rate is optimized and its nutrient limitations are addressed. This study evaluated the potential of BA to improve soil properties and plant performance by first conducting controlled pot experiments and subsequently validating selected treatments under field...

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  2. 2. Crystal Engineering – an Efficient Approach Towards Enhanced Biological Activities
    Prof. Sammer YOUSUF (H.E.J. Research Institute of Chemistry, International Center for Chemical and Biological Sciences, University of Karachi, Karachi-75270, Pakistan)
    Biotechnology and Biochemical Engineering
    Keynote Talk

    Co-crystals are crystalline structures made up of two or more components in a definite stoichiometric ratio linked through non-covalent interactions in same crystal lattice. They differ in their biological and physiochemical properties from their components. They have wide applications in drug designing and in analysis of active pharmaceutical ingredients (APIs). The US-FDA approval for...

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  3. 3. Dynamics and Mathematical Analysis of a Chronic HBV Epidemic Model with Control Strategies
    Ms T MEGALA (Sri Ramakrishna Mission Vidyalaya College of Arts and Science)
    Applied Mathematics and Differential Systems
    Oral Presentation

    Chronic Hepatitis B Virus (HBV) infection remains a major global health challenge due to its persistence and progression to severe liver diseases. This study develops and analyzes a mathematical model to investigate the long-term dynamics of chronic HBV transmission. The disease-free and endemic equilibrium points, together with the basic reproduction number $\mathfrak{R}_0$, are derived and...

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