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Zakiullah, Zakiullah,Ahmadullah, Ahmadullah,Khisroon, Muhammad,Saeed, Muhammad,Khan, Ajmal,Khuda, Fazli,Ali, Sajid,Javed, Nabila,Ovais, Muhammad,Masood, Nosheen,Khalil, Nasir Khan,Ismail, Mohammad Asian Pacific Journal of Cancer Prevention 2015 Asian Pacific journal of cancer prevention Vol.16 No.3
Associations of GSTT1, GSTM1 and CYP1A1 gene variants with risk of developing oral cancer were evaluated in this study. A case-control study was conducted in Pashtun population of Khyber Pakhtunkhwa province of Pakistan in which 200 hospital based oral cancer cases and 151 population based healthy controls exposed to similar environmental conditions were included. Sociodemographic data were obtained and blood samples were collected with informed consent for analysis. GSTM1 and GSTT1 were analysed through conventional PCR method while specific RT-PCR method was used to detect CYP1A1 polymorphisms. Results were analyzed for conditional logistic regression model by SPSS version 20. The study shows that patients with either GSTM1 or GSTT1 null genotypes have significantly higher risk of oral cancer (adjusted odds (OR): (3.019 (1.861-4.898) and 3.011(1.865-4.862), respectively), which further increased when either one or both null genes were present in combination (adjusted odds (OR): (3.627 (1.981-6.642 and 9.261 (4.495-19.079), respectively). CYP1A1 rs4646903 gene variants individually showed weak association OR: 1.121 (0.717-1.752); however, in the presence of GSTM1 and/or GSTT1 null genotypes further increasing the association (adjusted odds (ORs): 4.576 (2.038-10.273), 5.593 (2.530-12.362) and 16.10 (3.854-67.260 for GSTM/GSTT null and CYP1A1 wild type, GSTM/GSTT either null and CYP1A1 variant alleles, and all 3 gene polymorphisms combinations, respectively). Our findings suggest that presence of GSTM1 and/or GSTT1 null genotypes along with variant alleles of CYP1A1 may be the risk alleles for oral cancer susceptibility in Pashtun population.
Afghan Peace on the Horizon? An Examination of Public Opinion on the Ongoing Peace Talks
( Zahra Tawana ),( Ahmadullah Azadani ),( Sughra Azizi ),( Mihr Khoda Mehrzad ),( Mahdiya Erfani ),( Zuhal Ahmadzai ) 서울대학교 통일평화연구원 2021 Asian Journal of Peacebuilding Vol.9 No.2
What is missing from the ongoing Afghan peace talks is public opinion: whether the Afghan people are in broad agreement with the peace process and its potential outcomes. The current study is based on the opinions of 704 people from across twenty-five provinces of Afghanistan. The study uses a quantitative and qualitative approach to delve into public opinion on the process. The general finding of this study is that while almost all Afghans want peace, most are unwilling to accept a peace deal that would cost them their constitutional gains, including human rights, minority rights, gender equality, and an Islamic republic. Besides this, most Afghans would be unwilling to vote for the Taliban in any elections.
Chauhan, Surjeet Singh,Utreja, Kiran,Imdad, Mohammad,Ahmadullah, Md The Honam Mathematical Society 2017 호남수학학술지 Vol.39 No.1
In this paper, we introduce a new scheme namely: CUIA-iterative scheme and utilize the same to prove a strong convergence theorem for quasi contractive mappings in Banach spaces. We also establish the equivalence of our new iterative scheme with various iterative schemes namely: Picard, Mann, Ishikawa, Agarwal et al., Noor, SP, CR etc for quasi contractive mappings besides carrying out a comparative study of rate of convergences of involve iterative schemes. The present new iterative scheme converges faster than above mentioned iterative schemes whose detailed comparison carried out with the help of different tables and graphs prepared with the help of MATLAB.
( Surjeet Singh Chauhan ),( Kiran Utreja ),( Mohammad Imdad ),( Md Ahmadullah ) 호남수학회 2017 호남수학학술지 Vol.39 No.1
In this paper, we introduce a new scheme namely: CUIA- iterative scheme and utilize the same to prove a strong convergence theorem for quasi contractive mappings in Banach spaces. We also establish the equivalence of our new iterative scheme with various iterative schemes namely: Picard, Mann, Ishikawa, Agarwal et al., Noor, SP, CR etc for quasi contractive mappings besides carrying out a comparative study of rate of convergences of involve iterative schemes. The present new iterative scheme converges faster than above mentioned iterative schemes whose detailed comparison carried out with the help of different tables and graphs prepared with the help of MATLAB.