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Browsing by Author Arshad, Mohd.

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Issue DateTitleAuthor(s)
2021Adjusted Bias and Risk for Estimating Treatment Effect after Selection with an Application in Idiopathic OsteoporosisArshad, Mohd.
2024Advancing Supervised Learning with the Wave Loss Function: A Robust and Smooth ApproachAkhtar, Mushir; Tanveer, M.; Arshad, Mohd.
2023Bayesian inference of Unit Gompertz distribution based on dual generalized order statisticsArshad, Mohd.
2023Continuous distributionsArshad, Mohd.
2024Copula-based estimation of causal effects in multiple linear and path analysis modelsArshad, Mohd.
2024Copula-based regression estimation in the presence of outliersArshad, Mohd.
2023Descriptive statistics: Principles and applicationsArshad, Mohd.
2024Diagnosis of breast cancer using flexible pinball loss support vector machineKumari, Anuradha; Akhtar, Mushir; Tanveer, M.; Arshad, Mohd.
2023Discrete distributionsArshad, Mohd.
2023Distribution theory: Principles and applicationsArshad, Mohd.
2023Enabling red thermally activated delayed fluorescence by increasing the push-pull strength in naphthalimide-phenothiazine derivativesArshad, Mohd.
2022Estimating a parametric function involving several exponential populationsArshad, Mohd.
2023Family of Weibull distributionsArshad, Mohd.
2025GL-TSVM: A Robust and Smooth Twin Support Vector Machine with Guardian Loss FunctionAkhtar, Mushir; Tanveer, M.; Arshad, Mohd.
2025HawkEye: A robust loss function for regression with bounded, smooth, and insensitive zone characteristicsAkhtar, Mushir; Tanveer, M.; Arshad, Mohd.
2021Impact of environmental indicators on the COVID-19 pandemic in Delhi, IndiaArshad, Mohd.
2021An intermediate muth distribution with increasing failure rateArshad, Mohd.
2023Kth-order equilibrium Weibull distribution: properties, simulation, and its applicationsArshad, Mohd.
2023Life distributionsArshad, Mohd.
2023Modeling Bivariate Data Using Linear Exponential and Weibull Distributions as MarginalsArshad, Mohd.
Showing results 1 to 20 of 36  next >