Scott McKinley

Scott McKinley

Tulane University

H-index: 20

North America-United States

About Scott McKinley

Scott McKinley, With an exceptional h-index of 20 and a recent h-index of 15 (since 2020), a distinguished researcher at Tulane University, specializes in the field of Stochastic Processes, Mathematical Biology, Diffusion in Biological Fluids, Movement Ecology.

His recent articles reflect a diverse array of research interests and contributions to the field:

Minimal Mechanisms of Microtubule Length Regulation in Living Cells

Inferring stochastic rates from heterogeneous snapshots of particle positions

Palmitate-mediated disruption of the endoplasmic reticulum decreases intracellular vesicle motility

On the Hölder regularity of a linear stochastic partial-integro-differential equation with memory

Sensitivity Analyses for Monte Carlo Sampling-Based Particle Simulations

Particle approach to inverse problems via gradient-based optimization.

Transport of lysosomes decreases in the perinuclear region: Insights from changepoint analysis

A change point analysis protocol for comparing intracellular transport by different molecular motor combinations

Scott McKinley Information

University

Position

___

Citations(all)

1073

Citations(since 2020)

643

Cited By

713

hIndex(all)

20

hIndex(since 2020)

15

i10Index(all)

27

i10Index(since 2020)

25

Email

University Profile Page

Tulane University

Google Scholar

View Google Scholar Profile

Scott McKinley Skills & Research Interests

Stochastic Processes

Mathematical Biology

Diffusion in Biological Fluids

Movement Ecology

Top articles of Scott McKinley

Title

Journal

Author(s)

Publication Date

Minimal Mechanisms of Microtubule Length Regulation in Living Cells

Bulletin of Mathematical Biology

Anna C Nelson

Melissa M Rolls

Maria-Veronica Ciocanel

Scott A McKinley

2024/5

Inferring stochastic rates from heterogeneous snapshots of particle positions

ArXiv

Christopher E Miles

Scott A McKinley

Fangyuan Ding

Richard B Lehoucq

2023/11/8

Palmitate-mediated disruption of the endoplasmic reticulum decreases intracellular vesicle motility

Biophysical Journal

Nathan T Rayens

Keisha J Cook

Scott A McKinley

Christine K Payne

2023/4/4

On the Hölder regularity of a linear stochastic partial-integro-differential equation with memory

Journal of Fourier Analysis and Applications

Scott A McKinley

Hung D Nguyen

2022/4

Sensitivity Analyses for Monte Carlo Sampling-Based Particle Simulations

Stephen D Bond

Brian C Franke

Richard B Lehoucq

John Darby Smith

Scott A McKinley

2022/9/1

Particle approach to inverse problems via gradient-based optimization.

Stephen D Bond

Brian C Franke

Richard B Lehoucq

Aaron Olson

John Smith

...

2022/6/1

Transport of lysosomes decreases in the perinuclear region: Insights from changepoint analysis

Biophysical Journal

Nathan T Rayens

Keisha J Cook

Scott A McKinley

Christine K Payne

2022/4/5

A change point analysis protocol for comparing intracellular transport by different molecular motor combinations

Mathematical biosciences and engineering: MBE

Melanie A Jensen

Qingzhou Feng

William O Hancock

Scott A McKinley

2021/10/10

Leaf economics of early-and late-successional plants

The American Naturalist

Jeremy W Lichstein

Brandon T Peterson

Jessica Langebrake

Scott A McKinley

2021/9/1

Topological data analysis approaches to uncovering the timing of ring structure onset in filamentous networks

Bulletin of Mathematical Biology

Maria-Veronica Ciocanel

Riley Juenemann

Adriana T Dawes

Scott A McKinley

2021/1

Particle Sensitivity Analysis

Stephen D Bond

Brian C Franke

Richard B Lehoucq

Scott A McKinley

2020/9/1

Methods, systems, and computer readable media for data analysis and inference of particle diffusion in target materials and target material simulants

2020/6/9

The generalized Langevin equation with power-law memory in a nonlinear potential well

Nonlinearity

Nathan E Glatt-Holtz

David P Herzog

Scott A McKinley

Hung D Nguyen

2020/4/14

Renewal reward perspective on linear switching diffusion systems in models of intracellular transport

Bulletin of mathematical biology

Maria-Veronica Ciocanel

John Fricks

Peter R Kramer

Scott A McKinley

2020/10

See List of Professors in Scott McKinley University(Tulane University)

Co-Authors

H-index: 50
Samuel Lai

Samuel Lai

University of North Carolina at Chapel Hill

H-index: 46
M. Gregory Forest

M. Gregory Forest

University of North Carolina at Chapel Hill

H-index: 36
Jonathan C. Mattingly

Jonathan C. Mattingly

Duke University

H-index: 31
Natesh S. Pillai

Natesh S. Pillai

Harvard University

H-index: 29
Colette M. St. Mary

Colette M. St. Mary

University of Florida

H-index: 25
David B Hill

David B Hill

University of North Carolina at Chapel Hill

academic-engine