Richard L. Magin

Richard L. Magin

University of Illinois at Chicago

H-index: 63

North America-United States

About Richard L. Magin

Richard L. Magin, With an exceptional h-index of 63 and a recent h-index of 31 (since 2020), a distinguished researcher at University of Illinois at Chicago, specializes in the field of bioengineering, fractional calculus, NMR, MRI.

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

Identifying potential imaging markers for diffusion property changes in a mouse model of amyotrophic lateral sclerosis: Application of the continuous time random walk model to …

Simultaneous acquisition of vibration and diffusion by multifrequency diffusion tensor imaging-magnetic resonance elastography (mDTI-MRE)

Mathematically constrained intravoxel incoherent motion (IVIM)

Biparametric Quantitative MRI for Prostate Cancer Detection

Method and apparatus for quasi-diffusion magnetic resonance imaging

Interplay between particle trapping and heterogeneity in anomalous diffusion

Development of in vivo Human Brain DTI-MRE

On the Equivalence between Integer-and Fractional Order-Models of Continuous-Time and Discrete-Time ARMA Systems

Richard L. Magin Information

University

Position

Professor of Bioengineering

Citations(all)

18224

Citations(since 2020)

5845

Cited By

15632

hIndex(all)

63

hIndex(since 2020)

31

i10Index(all)

186

i10Index(since 2020)

88

Email

University Profile Page

University of Illinois at Chicago

Google Scholar

View Google Scholar Profile

Richard L. Magin Skills & Research Interests

bioengineering

fractional calculus

NMR

MRI

Top articles of Richard L. Magin

Title

Journal

Author(s)

Publication Date

Identifying potential imaging markers for diffusion property changes in a mouse model of amyotrophic lateral sclerosis: Application of the continuous time random walk model to …

NMR in Biomedicine

Jin Gao

Mingchen Jiang

Danilo Erricolo

Richard L Magin

Gerardo Morfini

...

2024/1

Simultaneous acquisition of vibration and diffusion by multifrequency diffusion tensor imaging-magnetic resonance elastography (mDTI-MRE)

The Journal of the Acoustical Society of America

Dieter Klatt

Shujun Lin

Richard Magin

Aaron T Anderson

Bradley P Sutton

2023/3/1

Mathematically constrained intravoxel incoherent motion (IVIM)

Proceedings of the International Society for Magnetic Resonance in Medicine... Scientific Meeting and Exhibition.

Jiaqiu Wang

Thomas Barrick

Matt Hall

Muge Karaman

Richard Magin

...

2023/1/1

Biparametric Quantitative MRI for Prostate Cancer Detection

Topics in Magnetic Resonance Imaging

Meltem Uyanik

Hari T Vigneswaran

Graham R Hale

Peter Gann

Richard Magin

...

2023/12/1

Method and apparatus for quasi-diffusion magnetic resonance imaging

2023/11/14

Interplay between particle trapping and heterogeneity in anomalous diffusion

Communications Physics

Haroldo V Ribeiro

Angel A Tateishi

Ervin K Lenzi

Richard L Magin

Matjaž Perc

2023/9/8

Development of in vivo Human Brain DTI-MRE

Shujun Lin

2023/8/1

On the Equivalence between Integer-and Fractional Order-Models of Continuous-Time and Discrete-Time ARMA Systems

Fractal and Fractional

Manuel Duarte Ortigueira

Richard L Magin

2022/4/28

Computation of the inverse Mittag–Leffler function and its application to modeling ultraslow dynamics

Fractional Calculus and Applied Analysis

Yingjie Liang

Yue Yu

Richard L Magin

2022/4

Fractional diffusion with geometric constraints: Application to signal decay in magnetic resonance imaging (MRI)

Mathematics

Ervin K Lenzi

Haroldo V Ribeiro

Marcelo K Lenzi

Luiz R Evangelista

Richard L Magin

2022/1/27

Fractional Calculus Extension of the Kinetic Theory of Fluids: Molecular Models of Transport within and between Phases

Mathematics

Richard L Magin

Ervin K Lenzi

2022/12/16

Schrödinger Equation with Geometric Constraints and Position-Dependent Mass: Linked Fractional Calculus Models

Quantum Reports

Ervin K Lenzi

Luiz R Evangelista

Haroldo V Ribeiro

Richard L Magin

2022/8/14

MP33-16 BIPARAMETRIC QUANTITATIVE MRI FOR PROSTATE CANCER DETECTION

The Journal of Urology

Hari Vigneswaran

Meltem Uyanik

Karen Xie

Michael Abern

Manuel Duarte Ortigueira

...

2022/5

Slices of the anomalous phase cube depict regions of sub-and super-diffusion in the fractional diffusion equation

Mathematics

Richard L Magin

Ervin K Lenzi

2021/6/24

Evaluation of early microstructural changes in the R6/1 mouse model of Huntington's disease by ultra-high field diffusion MR imaging

Neurobiology of Aging

Rodolfo G Gatto

Carina Weissmann

Manish Amin

Quetzalli D Angeles-López

Lucia García-Lara

...

2021/6/1

Non-exponential relaxation models of signal decay in magnetic resonance imaging

Communications in Nonlinear Science and Numerical Simulation

Shuhong Wang

Yingjie Liang

Richard L Magin

2021/11/1

Diffusion in sephadex gel structures: Time dependency revealed by multi-sequence acquisition over a broad diffusion time range

Mathematics

Guangyu Dan

Weiguo Li

Zheng Zhong

Kaibao Sun

Qingfei Luo

...

2021/7/19

Fractional calculus models of magnetic resonance phenomena: relaxation and diffusion

Richard Magin

Matt G Hall

M Muge Karaman

Viktor Vegh

2020

Assessing neuraxial microstructural changes in a transgenic mouse model of early stage amyotrophic lateral sclerosis by ultra‐high field MRI and diffusion tensor metrics

Animal Models and Experimental Medicine

Rodolfo G Gatto

Carina Weissmann

Manish Amin

Ariel Finkielsztein

Ronen Sumagin

...

2020/6

Quasi-diffusion magnetic resonance imaging (QDI): a fast, high b-value diffusion imaging technique

Neuroimage

Thomas R Barrick

Catherine A Spilling

Carson Ingo

Jeremy Madigan

Jeremy D Isaacs

...

2020/5/1

See List of Professors in Richard L. Magin University(University of Illinois at Chicago)