Machine learning approaches on high throughput NGS data to unveil mechanisms of function in biology and disease

VC Pezoulas, O Hazapis, N Lagopati… - Cancer genomics & …, 2021 - cgp.iiarjournals.org
In this review, the fundamental basis of machine learning (ML) and data mining (DM) are
summarized together with the techniques for distilling knowledge from state-of-the-art omics …

The alpha power Marshall-Olkin-G distribution: properties, and applications

JT Eghwerido, PE Oguntunde, FI Agu - Sankhya A, 2021 - Springer
In this article, a new family of distribution called the alpha power Marshall-Olkin-G (APMO-G)
family of distributions was proposed. The new family of distribution provides a better fit for …

The alpha power Gompertz distribution: characterization, properties, and applications

JT Eghwerido, LC Nzei, FI Agu - Sankhya A, 2021 - Springer
A new three-parameter model called the Alpha power Gompertz is derived, studied and
proposed for modeling lifetime Poisson processes. The advantage of the new model is that …

Statistical Inference under Censored Data for the New Exponential‐X Fréchet Distribution: Simulation and Application to Leukemia Data

O Alzeley, EM Almetwally, AM Gemeay… - Computational …, 2021 - Wiley Online Library
In reliability studies, the best fitting of lifetime models leads to accurate estimates and
predictions, especially when these models have nonmonotone hazard functions. For this …

[PDF][PDF] Gompertz-alpha power iverted exponential distribution: Properties and applications

JT Eghwerido, SC Zelibe, E Efe-Eyefia - Thailand Statistician, 2020 - researchgate.net
This article proposes the Gompertz-Alpha power inverted exponential distribution for lifetime
processes. The statistical properties of the distribution such as survival, hazard, reversed …

[HTML][HTML] The inverted Gompertz-Fréchet distribution with applications

EEE Akarawak, SJ Adeyeye, MA Khaleel, AF Adedotun… - Scientific African, 2023 - Elsevier
The probability distribution is an important aspect of probability theory because of its vast
relevance in almost all human disciplines. Its applicability in finance, medicine, agriculture …

A novel extension of the fréchet distribution: statistical properties and application to groundwater pollutant concentrations

AA Suleiman, H Daud, M Othman, NSS Singh… - Data Science …, 2023 - citedness.com
In this work, we propose and study a novel generalization of the Fréchet distribution called
the odd beta prime Fréchet (OBPF) distribution. This distribution was an extension of the …

[PDF][PDF] [0, 1] Truncated Exponentiated Exponential Burr type X Distributionwith Applications

AA Khalaf, MQ Ibrahim, NA Noori - Iraqi Journal of Science, 2024 - iasj.net
We introduce a new flexible distribution four-parameter which is called [0, 1] Truncated
Exponentiated Exponential Burr type X distribution ([0, 1] TEE-BX). Using binomial series …

[0, 1] Truncated exponentiated exponential gompertz distribution: Properties and applications

AA Khalaf - AIP Conference Proceedings, 2022 - pubs.aip.org
We introduce a new flexible four-parameter distribution called [0, 1] Truncated
Exponentiated Exponential Gompertz distribution ([0, 1] TEE-Go). Several basic statistical …

Modeling and analysis of recovery time for the COVID-19 patients: A Bayesian approach

K Ateeq, S Altaf, M Aslam - Arab Journal of Basic and Applied …, 2023 - Taylor & Francis
The ongoing pandemic of COVID-19 has changed every aspect of life. Most of the people
who become a victim of COVID-19 experience mild to moderate symptoms, but some people …