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Dive into the research topics where Kevin Flores is active.

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Featured researches published by Kevin Flores.


BMC Genomics | 2012

Genome-wide association between DNA methylation and alternative splicing in an invertebrate

Kevin Flores; Florian Wolschin; Jason J. Corneveaux; April N. Allen; Matthew J. Huentelman; Gro V. Amdam

BackgroundGene bodies are the most evolutionarily conserved targets of DNA methylation in eukaryotes. However, the regulatory functions of gene body DNA methylation remain largely unknown. DNA methylation in insects appears to be primarily confined to exons. Two recent studies in Apis mellifera (honeybee) and Nasonia vitripennis (jewel wasp) analyzed transcription and DNA methylation data for one gene in each species to demonstrate that exon-specific DNA methylation may be associated with alternative splicing events. In this study we investigated the relationship between DNA methylation, alternative splicing, and cross-species gene conservation on a genome-wide scale using genome-wide transcription and DNA methylation data.ResultsWe generated RNA deep sequencing data (RNA-seq) to measure genome-wide mRNA expression at the exon- and gene-level. We produced a de novo transcriptome from this RNA-seq data and computationally predicted splice variants for the honeybee genome. We found that exons that are included in transcription are higher methylated than exons that are skipped during transcription. We detected enrichment for alternative splicing among methylated genes compared to unmethylated genes using fisher’s exact test. We performed a statistical analysis to reveal that the presence of DNA methylation or alternative splicing are both factors associated with a longer gene length and a greater number of exons in genes. In concordance with this observation, a conservation analysis using BLAST revealed that each of these factors is also associated with higher cross-species gene conservation.ConclusionsThis study constitutes the first genome-wide analysis exhibiting a positive relationship between exon-level DNA methylation and mRNA expression in the honeybee. Our finding that methylated genes are enriched for alternative splicing suggests that, in invertebrates, exon-level DNA methylation may play a role in the construction of splice variants by positively influencing exon inclusion during transcription. The results from our cross-species homology analysis suggest that DNA methylation and alternative splicing are genetic mechanisms whose utilization could contribute to a longer gene length and a slower rate of gene evolution.


Integrative and Comparative Biology | 2013

The role of methylation of DNA in environmental adaptation

Kevin Flores; Florian Wolschin; Gro V. Amdam

Methylation of DNA is an epigenetic mechanism that influences patterns of gene expression. DNA methylation marks contribute to adaptive phenotypic variation but are erased during development. The role of DNA methylation in adaptive evolution is therefore unclear. We propose that environmentally-induced DNA methylation causes phenotypic heterogeneity that provides a substrate for selection via forces that act on the epigenetic machinery. For example, selection can alter environmentally-induced methylation of DNA by acting on the molecular mechanisms used for the genomic targeting of DNA methylation. Another possibility is that specific methylation marks that are environmentally-induced, yet non-heritable, could influence preferential survival and lead to consistent methylation of the same genomic regions over time. As methylation of DNA is known to increase the likelihood of cytosine-to-thymine transitions, non-heritable adaptive methylation marks can drive an increased likelihood of mutations targeted to regions that are consistently marked across several generations. Some of these mutations could capture, genetically, the phenotypic advantage of the epigenetic mark. Thereby, selectively favored transitory alterations in the genome invoked by DNA methylation could ultimately become selectable genetic variation through mutation. We provide evidence for these concepts using examples from different taxa, but focus on experimental data on large-scale DNA sequencing that expose between-group genetic variation after bidirectional selection on honeybees, Apis mellifera.


The Journal of Experimental Biology | 2011

Deciphering a methylome: what can we read into patterns of DNA methylation?

Kevin Flores; Gro V. Amdam

Summary The methylation of cytosines within cytosine–guanine (CG) dinucleotides is an epigenetic mark that can modify gene transcription. With the advent of high-throughput sequencing, it is possible to map methylomes, i.e. detect methylated CGs on a genome-wide scale. The methylomes sequenced to date reveal a divergence in prevalence and targeting of CG methylation between taxa, despite the conservation of the DNA methyltransferase enzymes that cause DNA methylation. Therefore, interspecific methylation usage is predicted to diverge. In various taxa, this tenet gains support from patterns of CG depletion that can be traced in DNA before methylomes are explicitly mapped. Depletion of CGs in methylated genomic regions is expected because methylated cytosines are subject to increased mutability caused by nucleotide deamination. However, the basis of diverging interspecific methylation usage is less clear. We use insights from the methylome of honeybees (Apis mellifera) to emphasize the possible importance of organismal life histories in explaining methylation usage and the accuracy of methylation prediction based on CG depletion. Interestingly, methylated genes in honeybees are more conserved across taxa than non-methylated genes despite the divergence in utilization of methylation and the increased mutability caused by deamination.


Mathematical Biosciences and Engineering | 2015

Uncertainty quantification in modeling HIV viral mechanics

Harvey Thomas Banks; Robert Baraldi; Karissa Cross; Kevin Flores; Christina McChesney; Laura Poag; Emma Thorpe

We consider an in-host model for HIV-1 infection dynamics developed and validated with patient data in earlier work [7]. We revisit the earlier model in light of progress over the last several years in understanding HIV-1 progression in humans. We then consider statistical models to describe the data and use these with residual plots in generalized least squares problems to develop accurate descriptions of the proper weights for the data. We use recent parameter subset selection techniques [5,6] to investigate the impact of estimated parameters on the corresponding selection scores. Bootstrapping and asymptotic theory are compared in the context of confidence intervals for the resulting parameter estimates.


Bellman Prize in Mathematical Biosciences | 2015

Statistical validation of structured population models for Daphnia magna.

Kaska Adoteye; Harvey Thomas Banks; Karissa Cross; Stephanie Eytcheson; Kevin Flores; Gerald A. LeBlanc; Timothy Nguyen; Chelsea Ross; Emmaline Smith; Michael Stemkovski; Sarah Stokely

In this study we use statistical validation techniques to verify density-dependent mechanisms hypothesized for populations of Daphnia magna. We develop structured population models that exemplify specific mechanisms and use multi-scale experimental data in order to test their importance. We show that fecundity and survival rates are affected by both time-varying density-independent factors, such as age, and density-dependent factors, such as competition. We perform uncertainty analysis and show that our parameters are estimated with a high degree of confidence. Furthermore, we perform a sensitivity analysis to understand how changes in fecundity and survival rates affect population size and age-structure.


Applied Mathematics Letters | 2015

Optimal Design of Non-equilibrium Experiments for Genetic Network Interrogation.

Kaska Adoteye; Harvey Thomas Banks; Kevin Flores

Abstract Many experimental systems in biology, especially synthetic gene networks, are amenable to perturbations that are controlled by the experimenter. We developed an optimal design algorithm that calculates optimal observation times in conjunction with optimal experimental perturbations in order to maximize the amount of information gained from longitudinal data derived from such experiments. We applied the algorithm to a validated model of a synthetic Brome Mosaic Virus (BMV) gene network and found that optimizing experimental perturbations may substantially decrease uncertainty in estimating BMV model parameters.


Applied Mathematics Letters | 2017

Statistical error model comparison for logistic growth of green algae (Raphidocelis subcapitata)

Harvey Thomas Banks; Elizabeth Collins; Kevin Flores; Prayag Pershad; Michael Stemkovski; Lyric Stephenson

Abstract We validate a model for the population dynamics, as they occur in a chemostat environment, of the green algae Raphidocelis subcapitata, a species that is often used as a primary food source in toxicity experiments for the fresh water crustacean Daphnia magna. We collected longitudinal data from 4 replicate population experiments with R. subcapitata. This data was fit to a logistic growth model to reveal patterns of the algae growth in a continuous culture. Overall, our results suggest that a proportional error statistical model is the most appropriate for logistic growth modeling of R. subcapitata continuous population growth.


Journal of Theoretical Biology | 2015

Immuno-modulatory strategies for reduction of HIV reservoir cells

Harvey Thomas Banks; Kevin Flores; Shuhua Hu; Eric S. Rosenberg; Maria J. Buzon; Xu G. Yu; Matthias Lichterfeld

Antiretroviral therapy is able to suppress the viral load to below the detection limit, but it is not able to eradicate HIV reservoirs. Thus, there is a critical need for a novel treatment to eradicate (or reduce) the reservoir in order to eliminate the need for a lifelong adherence to antiretroviral therapy, which is expensive and potentially toxic. In this paper, we investigate the possible pharmacological strategies or combinations of strategies that may be beneficial to reduce or possibly eradicate the latent reservoir. We do this via studies with a validated mathematical model, where the parameter values are obtained with newly acquired clinical data for HIV patients. Our findings indicate that the strategy of reactivating the reservoir combined with enhancement of the killing rate of HIV-specific CD8+ T cells is able to eradicate the reservoir. In addition, our analysis shows that a targeted suppression of the immune system is also a possible strategy to eradicate the reservoir.


Applied Mathematics Letters | 2015

Estimation of time-varying mortality rates using continuous models for Daphnia magna

Kaska Adoteye; Harvey Thomas Banks; Kevin Flores; Gerald A. LeBlanc

Abstract Structured population models that make the assumption of constant demographic rates do not accurately describe the complex life histories seen in many species. We investigated the accuracy of using constant versus time-varying mortality rates within discrete and continuously structured models for Daphnia magna. We tested the accuracy of the models we considered using density-independent survival data for 90 daphnids. We found that a continuous differential equation model with a time-varying mortality rate was the most accurate model for describing our experimental D. magna survival data. Our results suggest that differential equation models with variable parameters are an accurate tool for estimating mortality rates in biological scenarios in which mortality might vary significantly with age.


advances in computing and communications | 2014

Uncertainty quantification for a model of HIV-1 patient response to antiretroviral therapy interruptions

Robert Baraldi; Karissa Cross; Christina McChesney; Laura Poag; Emma Thorpe; Kevin Flores; Harvey Thomas Banks

We consider a model for in-host HIV-1 infection dynamics developed and validated with patient data in earlier work [1]. We revisit the earlier model in light of progress over the last several years in understanding of HIV-1 progression in humans. We then consider statistical models to describe the data and use these with residual plots in weighted least squares problems to develop accurate descriptions of the proper weights for the data. Bootstrapping is then used to develop confidence intervals for the resulting parameter estimates and establish absence of correlation in the estimated parameters.

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Harvey Thomas Banks

North Carolina State University

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Michael Stemkovski

North Carolina State University

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Robert Baraldi

North Carolina State University

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Kaska Adoteye

North Carolina State University

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Gro V. Amdam

Norwegian University of Life Sciences

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Franz Hamilton

North Carolina State University

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Gerald A. LeBlanc

North Carolina State University

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Karissa Cross

North Carolina State University

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Christina McChesney

North Carolina State University

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