FACULTY PROFILES

Peimeng Yin

Office Building: Bell Hall
Office Room: 322
Phone:
Email: pyin@utep.edu

Bio

Dr. Peimeng Yin is an Assistant Professor at UTEP specializing in structure-preserving finite element and discontinuous Galerkin methods, dynamical low-rank approximation, deep learning, and numerical analysis of PDEs.

Awards and Honors

Top Downloaded Article - WILEY (03/01/2024)
Postdoctoral Trainee Research Award - Wayne State University (04/20/2021)
Mario Gutierrez Award - Iowa State University (03/15/2019)
Wolfe Research Fellowship - Iowa State University (10/15/2017)

Education

Ph D in Applied Mathematics , Iowa State University (2019)

Artistic and Creative Performances and Exhibits

Reviews and Articles About Creative Work(s) - SIAM Journal on Scientific Computing (01/01/2024-12/31/2024). Peimeng Yin.

Publications

(Some papers appear online in 2024 but are assigned to 2025 upon volume numbering; similarly, some current 2025 papers will be assigned to 2026.) (2025), Note.
A structure preserving relaxation method for GPPE system (2025), Dongqian 4. Li, Huini Liu, Yin Yang, Peimeng Yin.
Unconditional energy stable IEQ-FEMs for the Cahn-Hilliard-Navier-Stokes equations International Journal of Numerical Analysis and Modeling to appear (2025), Yaoyao 12. Chen, Dongqian Li, Nianyu Yi, Peimeng Yin.
Analysis of a $C^0$ finite element method for the biharmonic problem with Dirichlet boundary conditions in a polygonal domain Numerical Algorithms (2025), Hengguang 8. Li, Charuka D. Wickramasinghe, Peimeng Yin.
A $C^0$ finite element algorithm for the sixth order problem with simply supported boundary conditions Numerical Methods for Partial Differential Equations 41 (2025), Hengguang 7. Li, Peimeng Yin.
A posteriori error estimators for fourth order elliptic problems with concentrated loads Journal of Scientific Computing 105 (2025), Huihui 6. Cao, Yunqing Huang, Nianyu Yi, Peimeng Yin.
An efficient adaptive algorithm for photon-electron coupled Boltzmann equation in radiation therapy Journal of Computational Physics 538 (2025), Xilin 5. Zhang, Peimeng Yin, Xue Hong, Wei Wu, Wangyao Li, Yuxin Wang, Yan Xu, Hao Gao.
Unconditionally energy stable IEQ-FEMs for the Cahn-Hilliard equation and Allen-Cahn equation Numerical Algorithms 99 (2025), Yaoyao 3. Chen, Hailiang Liu, Nianyu Yi, Peimeng Yin.
Towards dynamical low-rank approximation for neutrino kinetic equations. Part I: analysis of an idealized relaxation model. Mathematics of Computation 94 (2025), Peimeng 4. Yin, Eirik Endeve, Cory Hauck, Stefan Schnake.
Regularity and an adaptive finite element method for elliptic equations with Dirac sources on line cracks Journal of Computational and Applied Mathematics 462 (2025), Huihui 2. Cao, Hengguang Li, Nianyu Yi, Peimeng Yin.
A positivity-preserving hybrid DDG method for Poisson--Nernst--Planck systems Journal of Computational Physics 546 (2025), Hailiang 11. Liu, Zhongming Wang, Peimeng Yin.
A second-order dynamical low-rank mass-lumped finite element method for the Allen-Cahn equation BIT Numerical Mathematics 66 (2025), Jun 10. Yang, Nianyu Yi, Peimeng Yin.
Neural network-enhanced hr-adaptive finite element algorithm for parabolic equations (2025), Jiaxiong 3. Hao, Yunqing Huang, Nianyu Yi, Peimeng Yin.
Towards $C^0$ finite element methods for the biharmonic equation under general boundary conditions (2025), Xihao 1. Zhang, Hengguang Li, Nianyu Yi, Peimeng Yin.
Weights initialization of neural networks for function approximation (2025), Xinwen 2. Hu, Yunqing Huang, Nianyu Yi, Peimeng Yin.
A structure-preserving relaxation Crank-Nicolson finite element method for the Schrödinger-Poisson equation IMA Journal of Numerical Analysis (2025), Huini 9. Liu, Nianyu Yi, Peimeng Yin.
Recovery type a posteriori error estimation of adaptive finite element method for Cahn--Hilliard equation. Journal of Scientific Computing 98 2 (2024), Yaoyao 1. Chen, Yunqing Huang, Nianyu Yi, Peimeng Yin.
Enhanced Surgical Decision-Making Tools in Breast Cancer: Predicting 2-Year Postoperative Physical, Sexual, and Psychosocial Well-Being following Mastectomy and Breast Reconstruction (INSPiRED 004). Annals of Surgical Oncology 30 (2022), Cai 3. Xu, André Pfob, Babak J. Mehrara, Peimeng Yin, Jonas A. Nelson, Andrea L. Pusic, Chris Sidey-Gibbons.
High order unconditionally energy stable RKDG schemes for the Swift-Hohenberg equation. Journal of Computational and Applied Mathematics 407 (2022), Hailiang 2. Liu, Peimeng Yin.
A $C^0$ finite element method for the biharmonic problem with Navier boundary conditions in a polygonal domain. IMA Journal of Numerical Analysis 43 (2022), Hengguang 2. Li, Peimeng Yin, Zhimin Zhang.
Positivity-preserving third order DG schemes for Poisson--Nernst--Planck equations. Journal of Computational Physics 452 (2022), Hailiang 1. Liu, Zhongming Wang, Peimeng Yin, Hui Yu.
On the SAV-DG method for a class of fourth order gradient flows Numerical Methods for Partial Differential Equations 39 (2022), Hailiang 1. Liu, Peimeng Yin.
ASO Visual Abstract: Enhanced Surgical Decision-Making Tools in Breast Cancer—Predicting 2-Year Postoperative Physical, Sexual, and Psychosocial Well-Being Following Mastectomy and Breast Reconstruction (INSPiRED 004) Annals of Surgical Oncology 30 (2022), Cai Xu, Andre Pfob, Gabak Mehrara, Peimeng Yin, Jonas Nelson, Andrea Pusic, Chris Sidey-Gibbons.
Regularity and finite element approximation for two-dimensional elliptic equations with line Dirac sources. Journal of Computational and Applied Mathematics 393 (2021), Hengguang Li, Xiang Wan, Peimeng Yin, Lewei Zhao.
Unconditionally energy stable DG schemes for the Cahn-Hilliard equation. Journal of Computational and Applied Mathematics 390 (2021), Peimeng Yin.

Presentations

Physics-preserving DDG methods for Poisson–Nernst–Planck systems (2025), Peimeng Yin.
Physics preserving DDG methods for Poisson-Nernst-Plank systems (2024), Volume San Marcos, TX, U.S., Peimeng Yin.
Dynamical low rank discontinuous Galerkin methods for nutrino kinetic equations (2024), Volume Baylor, Texas, U.S., Peimeng Yin.
A physics-preserving DDG method for Poisson–Nernst–Planck systems (2024), Volume San Antonio, Texas, U.S., Peimeng Yin.
Conservative dynamical low-rank approximation for kinetic equations with an isoenergetic scattering kernel (2024), Volume Spokane, Washington, U.S., Peimeng Yin.
Efficient discontinuous Galerkin methods for time-dependent fourth order partial differential equation. (2023), Volume New Mexico Tech, Socorro, NM, U.S., Peimeng Yin.
A semi-implicit dynamical low rank discontinuous Galerkin methods for space homogeneous kinetic equations. (2023), Volume University of Louisiana at Lafayette, Lafayette, LA, U.S., Peimeng Yin.
A semi-implicit dynamical low rank discontinuous Galerkin methods for space homogeneous kinetic equations. (2023), Volume Iowa State University, Ames, IA, U.S., Peimeng Yin.
A semi-implicit dynamical low rank discontinuous Galerkin methods for space homogeneous kinetic equations. (2023), Volume Texas Tech Universtiy, Lubbock, TX, U.S., Peimeng Yin.
Implicit dynamical low rank discontinuous Galerkin methods for space homogeneous neutrino transport equations. (2023), Volume Sourtheast Universtiy, Nanjing, China, Peimeng Yin.
Advanced finite element methods for modern PDE challenges. (2023), Volume University of Texas at El Paso, El Paso, TX, U.S., Peimeng Yin.
Implicit dynamical low rank discontinuous Galerkin methods for space homogeneous neutrino transport equations. (2023), Volume Boston, MA, U.S., Peimeng Yin.
Implicit dynamical low rank discontinuous Galerkin methods for space homogeneous neutrino transport equations. (2022), Volume Xiangtan University, Xiangtan, Hunan, China, Peimeng Yin.
Implicit dynamical low rank discontinuous Galerkin methods for space homogeneous neutrino transport equations. (2022), Volume University of Houston, Houston, TX, U.S., Peimeng Yin.
Implicit dynamical low rank discontinuous Galerkin methods for space homogeneous neutrino transport equations. (2022), Volume Oak Ridge National Laboratory, Oak Ridge, TN, U.S., Peimeng Yin.
Implicit dynamical low rank discontinuous Galerkin methods for homogeneous neutrino transport equations. (2022), Volume Wayne State University, Detroit, MI, U.S., Peimeng Yin.
Implicit dynamical low rank discontinuous Galerkin methods for homogeneous neutrino transport equations. (2022), Volume University of Florida, Gainesville, FL, U.S., Peimeng Yin.
A C0 finite element method for the biharmonic problem with Navier boundary conditions in a polygonal domain. (2021), Volume Texas Tech University, Lubbock, TX, U.S., Peimeng Yin.
A C0 finite element method for the biharmonic problem with Navier boundary conditions in a polygonal domain. (2021), Volume Oak Ridge National Laboratory, Oak Ridge, TN, U.S., Peimeng Yin.
Regularity and finite element approximation for two-dimensional elliptic equations with line Dirac sources. (2021), Volume University of Primorska. Portorozˇ, Slovenia., Peimeng Yin.
Unconditionally energy stable discontinuous Galerkin methods for a class of fourth order gradient flows. (2021), Volume Oakland University, Rochester, MI, U.S., Peimeng Yin.
Regularity and finite element approximation for two-dimensional elliptic equations with line Dirac sources. (2021), Volume University of Delaware, Newark, DE, U.S., Peimeng Yin.
Regularity and finite element approximation for two-dimensional elliptic equations with line Dirac sources. (2021), Volume Iowa State University. Ames, IA, U.S., Peimeng Yin.
A C0 finite element method for the biharmonic problem with Navier boundary conditions in a polygonal domain. (2021), Volume Iowa State University. Ames, IA, U.S., Peimeng Yin.

Grants

No info available.

Current/Future Courses

Term	Course	Section
Fall 2026	MATH 1312 - Calculus II	12143
Fall 2026	CPS 6397 - Doctoral Project	18158
Fall 2026	CPS 6386 - Graduate Interdisciplinary Res	16531
Fall 2026	CPS 5397 - Graduate Research	16521
Fall 2026	CPS 6396 - Graduate Research	18157
Fall 2026	CPS 5398 - Graduate Thesis	16522
Fall 2026	CPS 5398 - Graduate Thesis	16528
Fall 2026	MATH 5370 - Special Topics	15882
Fall 2026	MATH 6370 - Special Topics	15884
Fall 2026	MATH 5398 - Thesis 1	18424

Past Courses

Select Term:

Term	Course	Section	Syllabus
Fall 2026	MATH 1312 - Calculus II	12143
Fall 2026	CPS 6397 - Doctoral Project	18158
Fall 2026	CPS 6386 - Graduate Interdisciplinary Res	16531
Fall 2026	CPS 5397 - Graduate Research	16521
Fall 2026	CPS 6396 - Graduate Research	18157
Fall 2026	CPS 5398 - Graduate Thesis	16522
Fall 2026	CPS 5398 - Graduate Thesis	16528
Fall 2026	MATH 5370 - Special Topics	15882
Fall 2026	MATH 6370 - Special Topics	15884
Fall 2026	MATH 5398 - Thesis 1	18424
Spring 2026	CPS 6386 - Graduate Interdisciplinary Res	28448
Spring 2026	CPS 6396 - Graduate Research	26789
Spring 2026	CPS 5399 - Graduate Thesis	28449
Spring 2026	MATH 5343 - Numer Solution Part Diff Equat	22873
Spring 2026	MATH 6343 - Numer Solution Part Diff Equat	24444
Fall 2025	MATH 5330 - Comp Methods of Linear Algebra	13246
Fall 2025	MATH 6330 - Comp Methods of Linear Algebra	14062
Fall 2025	CPS 6386 - Graduate Interdisciplinary Res	18228
Fall 2025	CPS 5397 - Graduate Research	18215
Fall 2025	CPS 5398 - Graduate Thesis	18216
Fall 2025	CPS 5398 - Graduate Thesis	18224
Fall 2025	MATH 5370 - Special Topics	17398
Fall 2025	MATH 6370 - Special Topics	17399
Spring 2025	MATH 5330 - Comp Methods of Linear Algebra	25597
Spring 2025	MATH 6330 - Comp Methods of Linear Algebra	25004
Spring 2025	CPS 5397 - Graduate Research	28346
Spring 2025	CPS 6387 - Graduate Research	28379
Spring 2025	MATH 5370 - Special Topics	28131
Spring 2025	MATH 6370 - Special Topics	28219
Fall 2024	MATH 1312 - Calculus II	10457	Syllabus
Fall 2024	MATH 5329 - Numerical Analysis	10765	Syllabus
Fall 2024	MATH 6329 - Numerical Analysis	14550	Syllabus
Spring 2024	MATH 5330 - Comp Methods of Linear Algebra	26866	Syllabus
Spring 2024	MATH 6330 - Comp Methods of Linear Algebra	25980	Syllabus
Fall 2023	MATH 1411 - Calculus I	11322	Syllabus

Course Evaluations

Term	Course	Section	Evaluation
Spring 2026	MATH 5343 - Numer Solution Part Diff Equat	22873	Evaluation
Spring 2026	MATH 6343 - Numer Solution Part Diff Equat	24444	Evaluation
Fall 2025	MATH 5370 - Special Topics	17398	Evaluation
Fall 2025	MATH 6370 - Special Topics	17399	Evaluation
Spring 2025	MATH 5330 - Comp Methods of Linear Algebra	25597	Evaluation
Spring 2025	MATH 6330 - Comp Methods of Linear Algebra	25004	Evaluation
Spring 2025	MATH 5370 - Special Topics	28131	Evaluation
Fall 2024	MATH 1312 - Calculus II	10457	Evaluation
Fall 2024	MATH 5329 - Numerical Analysis	10765	Evaluation
Fall 2024	MATH 6329 - Numerical Analysis	14550	Evaluation
Spring 2024	MATH 5330 - Comp Methods of Linear Algebra	26866	Evaluation
Spring 2024	MATH 6330 - Comp Methods of Linear Algebra	25980	Evaluation
Fall 2023	MATH 1411 - Calculus I	11322	Evaluation

Bio

Awards and Honors

Top Downloaded Article - WILEY (03/01/2024)
Postdoctoral Trainee Research Award - Wayne State University (04/20/2021)
Mario Gutierrez Award - Iowa State University (03/15/2019)
Wolfe Research Fellowship - Iowa State University (10/15/2017)

Ph D in Applied Mathematics , Iowa State University (2019)

Artistic and Creative Performances and Exhibits

Start Date

2024-01-01

End Date

2024-12-31

Type

Reviews and Articles About Creative Work(s)

Title

SIAM Journal on Scientific Computing

Publications

(Some papers appear online in 2024 but are assigned to 2025 upon volume numbering; similarly, some current 2025 papers will be assigned to 2026.) (2025), Note.
A structure preserving relaxation method for GPPE system (2025), Dongqian 4. Li, Huini Liu, Yin Yang, Peimeng Yin.
Unconditional energy stable IEQ-FEMs for the Cahn-Hilliard-Navier-Stokes equations International Journal of Numerical Analysis and Modeling to appear (2025), Yaoyao 12. Chen, Dongqian Li, Nianyu Yi, Peimeng Yin.
Analysis of a $C^0$ finite element method for the biharmonic problem with Dirichlet boundary conditions in a polygonal domain Numerical Algorithms (2025), Hengguang 8. Li, Charuka D. Wickramasinghe, Peimeng Yin.
A $C^0$ finite element algorithm for the sixth order problem with simply supported boundary conditions Numerical Methods for Partial Differential Equations 41 (2025), Hengguang 7. Li, Peimeng Yin.

Presentations

Physics-preserving DDG methods for Poisson–Nernst–Planck systems (2025), Peimeng Yin.
Physics preserving DDG methods for Poisson-Nernst-Plank systems (2024), Volume San Marcos, TX, U.S., Peimeng Yin.
Dynamical low rank discontinuous Galerkin methods for nutrino kinetic equations (2024), Volume Baylor, Texas, U.S., Peimeng Yin.
A physics-preserving DDG method for Poisson–Nernst–Planck systems (2024), Volume San Antonio, Texas, U.S., Peimeng Yin.
Conservative dynamical low-rank approximation for kinetic equations with an isoenergetic scattering kernel (2024), Volume Spokane, Washington, U.S., Peimeng Yin.

No info available.

Current/Future Courses

Term

Fall 2026

Course

MATH 1312 - Calculus II

Section

12143

Syllabus

Term

Fall 2026

Course

CPS 6397 - Doctoral Project

Section

18158

Syllabus

Term

Fall 2026

Course

CPS 6386 - Graduate Interdisciplinary Res

Section

16531

Syllabus

Term

Fall 2026

Course

CPS 5397 - Graduate Research

Section

16521

Syllabus

Term

Fall 2026

Course

CPS 6396 - Graduate Research

Section

18157

Syllabus

Term

Fall 2026

Course

CPS 5398 - Graduate Thesis

Section

16522

Syllabus

Term

Fall 2026

Course

CPS 5398 - Graduate Thesis

Section

16528

Syllabus

Term

Fall 2026

Course

MATH 5370 - Special Topics

Section

15882

Syllabus

Term

Fall 2026

Course

MATH 6370 - Special Topics

Section

15884

Syllabus

Term

Fall 2026

Course

MATH 5398 - Thesis 1

Section

18424

Syllabus

Past Courses

Select Term:

Term

Fall 2026

Course

MATH 1312 - Calculus II

Section

12143

Syllabus

Term

Fall 2026

Course

CPS 6397 - Doctoral Project

Section

18158

Syllabus

Term

Fall 2026

Course

CPS 6386 - Graduate Interdisciplinary Res

Section

16531

Syllabus

Term

Fall 2026

Course

CPS 5397 - Graduate Research

Section

16521

Syllabus

Term

Fall 2026

Course

CPS 6396 - Graduate Research

Section

18157

Syllabus

Term

Fall 2026

Course

CPS 5398 - Graduate Thesis

Section

16522

Syllabus

Term

Fall 2026

Course

CPS 5398 - Graduate Thesis

Section

16528

Syllabus

Term

Fall 2026

Course

MATH 5370 - Special Topics

Section

15882

Syllabus

Term

Fall 2026

Course

MATH 6370 - Special Topics

Section

15884

Syllabus

Term

Fall 2026

Course

MATH 5398 - Thesis 1

Section

18424

Syllabus

Term

Spring 2026

Course

CPS 6386 - Graduate Interdisciplinary Res

Section

28448

Syllabus

Term

Spring 2026

Course

CPS 6396 - Graduate Research

Section

26789

Syllabus

Term

Spring 2026

Course

CPS 5399 - Graduate Thesis

Section

28449

Syllabus

Term

Spring 2026

Course

MATH 5343 - Numer Solution Part Diff Equat

Section

22873

Syllabus

Term

Spring 2026

Course

MATH 6343 - Numer Solution Part Diff Equat

Section

24444

Syllabus

Term

Fall 2025

Course

MATH 5330 - Comp Methods of Linear Algebra

Section

13246

Syllabus

Term

Fall 2025

Course

MATH 6330 - Comp Methods of Linear Algebra

Section

14062

Syllabus

Term

Fall 2025

Course

CPS 6386 - Graduate Interdisciplinary Res

Section

18228

Syllabus

Term

Fall 2025

Course

CPS 5397 - Graduate Research

Section

18215

Syllabus

Term

Fall 2025

Course

CPS 5398 - Graduate Thesis

Section

18216

Syllabus

Term

Fall 2025

Course

CPS 5398 - Graduate Thesis

Section

18224

Syllabus

Term

Fall 2025

Course

MATH 5370 - Special Topics

Section

17398

Syllabus

Term

Fall 2025

Course

MATH 6370 - Special Topics

Section

17399

Syllabus

Term

Spring 2025

Course

MATH 5330 - Comp Methods of Linear Algebra

Section

25597

Syllabus

Term

Spring 2025

Course

MATH 6330 - Comp Methods of Linear Algebra

Section

25004

Syllabus

Term

Spring 2025

Course

CPS 5397 - Graduate Research

Section

28346

Syllabus

Term

Spring 2025

Course

CPS 6387 - Graduate Research

Section

28379

Syllabus

Term

Spring 2025

Course

MATH 5370 - Special Topics

Section

28131

Syllabus

Term

Spring 2025

Course

MATH 6370 - Special Topics

Section

28219

Syllabus

Term

Fall 2024

Course

MATH 1312 - Calculus II

Section

10457

Syllabus

Term

Fall 2024

Course

MATH 5329 - Numerical Analysis

Section

10765

Syllabus

Term

Fall 2024

Course

MATH 6329 - Numerical Analysis

Section

14550

Syllabus

Term

Spring 2024

Course

MATH 5330 - Comp Methods of Linear Algebra

Section

26866

Syllabus

Term

Spring 2024

Course

MATH 6330 - Comp Methods of Linear Algebra

Section

25980

Syllabus

Term

Fall 2023

Course

MATH 1411 - Calculus I

Section

11322

Syllabus

Term

Spring 2026

Course

MATH 5343 - Numer Solution Part Diff Equat

Section

22873

Evaluation

Term

Spring 2026

Course

MATH 6343 - Numer Solution Part Diff Equat

Section

24444

Evaluation

Term

Fall 2025

Course

MATH 5370 - Special Topics

Section

17398

Evaluation

Term

Fall 2025

Course

MATH 6370 - Special Topics

Section

17399

Evaluation

Term

Spring 2025

Course

MATH 5330 - Comp Methods of Linear Algebra

Section

25597

Evaluation

Term

Spring 2025

Course

MATH 6330 - Comp Methods of Linear Algebra

Section

25004

Evaluation

Term

Spring 2025

Course

MATH 5370 - Special Topics

Section

28131

Evaluation

Term

Fall 2024

Course

MATH 1312 - Calculus II

Section

10457

Evaluation

Term

Fall 2024

Course

MATH 5329 - Numerical Analysis

Section

10765

Evaluation

Term

Fall 2024

Course

MATH 6329 - Numerical Analysis

Section

14550

Evaluation

Term

Spring 2024

Course

MATH 5330 - Comp Methods of Linear Algebra

Section

26866

Evaluation

Term

Spring 2024

Course

MATH 6330 - Comp Methods of Linear Algebra

Section

25980

Evaluation

Term

Fall 2023

Course

MATH 1411 - Calculus I

Section

11322

Evaluation

Peimeng Yin

Bio

Education

Scholarly and Creative Activity

Grants

Courses

Course Evaluations