A5069530565- Leptospirosis research and findings
- Advanced Mathematical Theories and Applications
- Algebraic Geometry and Number Theory
- X-ray Diffraction in Crystallography
- Mathematics and Applications
- Viral Infections and Vectors
- Crystallization and Solubility Studies
- Brucella: diagnosis, epidemiology, treatment
- Fuzzy and Soft Set Theory
- Mathematical Dynamics and Fractals
- Piperaceae Chemical and Biological Studies
- Computational Drug Discovery Methods
- Silicone and Siloxane Chemistry
- Microbial Natural Products and Biosynthesis
- Advanced Optimization Algorithms Research
- Bartonella species infections research
- Fixed Point Theorems Analysis
- History and Theory of Mathematics
- Advanced Mathematical Theories
- Carbohydrate Chemistry and Synthesis
- Phytochemicals and Medicinal Plants
- Biochemical and Molecular Research
- Catalytic C–H Functionalization Methods
- Nonlinear Waves and Solitons
- Catalytic Alkyne Reactions
Bharathidasan University
2018-2024
Bharath University
2023
University of Hyderabad
2017-2018
Institute of Life Sciences
2017-2018
University College for Women
2017
Indian Institute of Chemical Technology
2017
Molecular Property Diagnostic Suite ( $$\text {MPDS}^{\mathrm{TB}}$$ ) is a web tool http://mpds.osdd.net designed to assist the in silico drug discovery attempts towards Mycobacterium tuberculosis (Mtb). has nine modules which are classified into data library (1–3), processing (4–5) and analysis (6–9). Module 1 repository of literature related information available on Mtb. 2 deals with protein target chosen disease area. 3 compound consisting 110.31 million unique molecules generated from...
Leptospirosis remains a significant human health issue due to its systemic complications. Therefore, biomarkers that are more effective urgently needed for the early diagnosis of leptospirosis. MicroRNAs (miRNAs) evolutionarily conserved regulatory RNAs have shown potential be used as diagnosis, prognosis, and therapy infectious diseases. In this study, we performed an unbiased screen using miRNome miRNA array identify circulating miRNAs with serve authentic Because leptospiral...
Abstract: A few interesting characteristics among the solutions and patterns of non-zero integral to nonhomogeneous cubic equation with three unknowns represented by Diophantine 2 3 4( ) 7( 64 are examined.
A serological study on canine leptospirosis was conducted in healthy and suspected cases of (vaccinated non-vaccinated) house dogs from urban areas Tiruchirappalli district, Tamil Nadu. Totally 70 blood samples were collected tested for anti-Leptospira antibodies using MAT, 24 (34.3%) positive. Leptospira spp. Serovar Grippotyphosa (11.4%), Canicola (10%) Icterohaemoragiae (8.6%) has found to be higher predominant areas, which includes the post-vaccinal titres <800 800 or greater...
The ternary cubic Diophantine equation 3 2 40 4 ) ( 6 5 z y x xy is analyzed for its non-zero distinct integer solutions.Five different patterns of integral solutions are obtained.Few interesting relations among the and some special polygonal numbers presented.
We search for special dio 3-tuples from n Gno CC .We also present 6 sets of under 3 cases and some numerical examples satisfying the tuples.
In this paper, we find the relation among geometrical figures cylinder and frustum of cone with truncated octahedral number some special numbers such as gnomonic polygonal numbers.
We attempt to explicate dio 3-tuples from truncated octahedral number of different ranks. also present 4 sets under 3 cases with some numerical examples.
Leptospirosis is an emerging, infectious zoonotic disease caused by pathogenic leptospires.Despite its global importance, leptospirosis remains endemic in tropical and sub-tropical regions.This study intended to explore the seroprevalence of suspected patients with febrile illness Tiruchirappalli district, Tamil Nadu, India also evaluate rate cases high serum Macrophage migration inhibitory factor (MIF) profile.The sera samples (253) population were tested MAT assay IgM ELISA.Among 104...