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)
Department of Periodontology
& Community Dentistry
Awards
1.
Prof. N. D. Gupta 2017: Professor: “Distinguished Scientist” Venus
International foundation, 11th November 2017, Chennai, Tamilnadu,
India.
2.
Dr. Afaf Zia. Early Carrier research award (National Award) by DST,
SERB, 2016.
3.
Dr. Saif. Best paper .Annual meeting of Indian society for
rational Pharmaco-therapeutics. Department of Pharmcology, JNMC, AMU, Aligarh,
20th -21st November 2017.
4.
Dr.Saif. Best paper in 42nd ISP Conference in Basic Research,
24th -26th November 2017, Kolkata, India.
5.
Dr. Neha Agrawal: 2018: Associate Professor: “Young Faculty in Health
and Medical Sciences” 7th July 2018, Chennai, Tamilnadu, India.
6.
Dr. Abdul Ahad: 2018: Senior Resident: Young researcher in
Periodontics & oral implant logy, 7th July 2018, Chennai,
Tamilnadu, India
7.
Dr. Afaf Zia. Consolation Prize in Basic Research category.44th
ISP National Conference, 2020, Bangalore.
8.
Dr.Pramod Kumar Yadav: 2020: Assistant Professor: "Best
Researcher Award" in the 7th International Scientist Awards on
Engineering, Science & Medicine, 04 & 05-July-2020, Coimbatore,
India.
9.
Dr.Pramod kumar Yadav: 2020: Assistant Professor: “Young Researcher
Award” Institute of Scholars Award Results, 2nd November 2020. Bengaluru,
India.
10.
Dr.Pramod
kumar Yadav: 2021: Assistant Professor: “Excellence in Public Health
Dentistry”. Heroes of Dentistry:
IDEA-2021, 10th July, Pune, Maharashtra, India.
Fellowship:
Dr. Saif: 2019: Assistant Professor: IADR star academic network
fellowship 2019.University of British Columbia Vancouver, BC, Canada.
Prof. (Dr.) Afshan Bey.Diploma of Fellowship FDS RCPS (Glasgow.)
Royal College of Physicians & Surgeons of Glasgow.24th August,
2015.
PhD
1.
Dr
Saif Khan; PhD (Periodontology), Topic-
“Genotoxic assessment of buccal epithelial cells in patients with chronic
gingivitis using Chlorhexidine mouthwash.”2016.
2. Prof
Afshan Bey; PhD (Periodontology), Topic-“Association of
Periodontal status in adult patients on antidepressant medications,” 2018