M
Manisha Pal
Researcher at University of Calcutta
Publications - 86
Citations - 953
Manisha Pal is an academic researcher from University of Calcutta. The author has contributed to research in topics: Optimal design & Mixture model. The author has an hindex of 15, co-authored 84 publications receiving 861 citations.
Papers
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Exponentiated Weibull distribution
TL;DR: In this paper, Gupta et al. study the family of distributions termed as exponentiated Weibull distribution and compare the behavior of the failure rate with those of the Weibbull and Gamma distributions.
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Effect of smoking on semen quality, FSH, testosterone level, and CAG repeat length in androgen receptor gene of infertile men in an Indian city
Amrita Mitra,Baidyanath Chakraborty,Dyutiman Mukhopadhay,Manisha Pal,Sanjit Mukherjee,Samir Banerjee,Keya Chaudhuri +6 more
TL;DR: The study suggested that smoking is associated with altered semen quality, endocrine hormonal status, and number of CAG repeats in the AR gene.
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Human sperm DNA integrity in normal and abnormal semen samples and its correlation with sperm characteristics
Alex C. Varghese,F. M. Bragais,Dyutiman Mukhopadhyay,S. Kundu,Manisha Pal,A.K. Bhattacharyya,Ashok Agarwal +6 more
TL;DR: Sperm assessment for DNA status using AO is reliable and shows good correlation with sperm count, motility and morphology, and assessment of sperm DNA status with AO staining may be helpful prior to ART.
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Semen quality and age-specific changes: a study between two decades on 3,729 male partners of couples with normal sperm count and attending an andrology laboratory for infertility-related problems in an Indian city.
Dyutiman Mukhopadhyay,Alex C. Varghese,Manisha Pal,S. K. Banerjee,A.K. Bhattacharyya,Rakesh Sharma,Ashok Agarwal +6 more
TL;DR: A significant decline was seen in sperm motility parameters and seminal volume in the present decade and the age-related changes in semen parameters are also different in the two decades.
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Some Exponentiated Distributions
TL;DR: In this paper, a number of new exponentiated distributions were studied and the survival function, failure rate and moments of the distributions were derived using certain special functions, and the behavior of the failure rate has also been studied.