UTEP Faculty Profiles

Main Content

Natasha S. Sharma

Associate Professor
Mathematical Sciences
Computational Science

Office Building: Bell Hall
Office Room: 318
Phone: (915) 747-6858
Email: nssharma@utep.edu

Expertise: See Research Profile in Expertise Connector

Bio

Natasha Shilla Sharma was born and raised in India where she obtained her Bachelors and Masters in Mathematics from the University of Delhi, New Delhi. She earned a doctorate in numerical methods for differential equations in 2011 from the University of Houston, Houston, Texas. Between 2012 and 2014, she was a post doctoral fellow at Heidelberg University, Heidelberg, Germany where she became more involved in the computational aspects of numerical methods to solve differential equations.

Education

Ph D in Mathematics, University of Houston (2011)

Publications

Unconditional Energy Stability and Solvability for a C0 Interior Penalty Method for a Sixth-Order Equation Modeling Microemulsions International Journal of Numerical Analysis and Modeling 20 (2023), Natasha S. Sharma, Amanda E. Diegel.
A C0 Interior Penalty Method for the Phase Field Crystal Equation Numerical Methods for Partial Differential Equations 39 3 (2022), Amanda E. Diegel, Natasha S. Sharma.
Robust a-posteriori error estimates for weak Galerkin method for the convection-diffusion problem Applied Numerical Mathematics 170 December 2021 (2021), Natasha S. Sharma.
deal.II step-47: C0-Interior Penalty Method for the Biharmonic problem (2020), Natasha S. Sharma, Guido Kanschat, TImo Heister, Wolfgang Bangerth, Zhuoran Wang.

Presentations

Biases in the Scientific Community (2023), Volume Virtual, Natasha S. Sharma.
Unconditional Energy Stability and Solvability for a C0 Interior Penalty Method for a Sixth-Order Cahn-Hilliard type equation modeling microemulsions (2023), Volume University of North Texas, Denton TX, Natasha S. Sharma.
A Continuous Interior Penalty Method Framework for Sixth Order Cahn-Hilliard-type Equations with applications to microstructure evolution and microemulsions (2023), Volume Lawrence Livermore National Laboratory, Natasha S. Sharma.
Stability and Error Analysis for a C0 Interior Penalty Method for the Modified Phase Field Crystal Equation (2023), Volume Albuquerque, New Mexico, Natasha S. Sharma.
Numerical Analysis of a Continuous Interior Penalty Method for Sixth-Order Phase Field Models (2023), Volume Idaho State University, Pocatello, Idaho, Natasha S. Sharma.
Unconditional Energy Stability and Solvability for a C 0 Interior Penalty Method for a Sixth-Order Cahn-Hilliard type equation modeling microemulsions (2023), Natasha S. Sharma.
Convergence Analysis of a Continuous Interior Penalty Method for the Modified Phase Field Crystal Equation (2022), Volume University of Houston, Houston, TX, Natasha S. Sharma.
A numerical scheme for a two-field model for binary systems containing surfactants (2022), Volume Oklahoma State University, Stillwater, Oklahoma, Natasha S. Sharma.
Convergence Analysis of a Continuous Interior Penalty Method for the Modified Phase Field Crystal Equation (2022), Volume The University of Texas at El Paso, Natasha S. Sharma.
Numerical Analysis of a Continuous Interior Penalty Method for Sixth-Order Phase Field Models (2022), Volume University of Arizona, Tuscon, Arizona, Natasha S. Sharma.
A Data-Driven Approach to Adaptive Mesh Refinement (2022), Volume San Diego, California, Natasha S. Sharma.
A Data-Driven Approach to Adaptive Mesh Refinement (2022), Volume niversity of Texas at El Paso, El Paso Texas, Natasha S. Sharma.
Numerical Analysis of a Sixth Order Cahn-Hilliard type equation with applications to microemulsions (2022), Volume Virtual, Natasha S. Sharma.
Machine Learning-Driven Adaptive Mesh Refinement for Nonlinear parabolic problems (2022), Volume Yokohoma, Japan, Natasha S. Sharma.
Time-Step Adaptivity for Phase Field Models simulating Microemulsions (2022), Volume Pittsburgh, Pennsylvania, Natasha S. Sharma.
Unconditional Energy Stability and Solvability for a C0 Interior Penalty Method for a Sixth-Order Equation Modeling Microemulsions (2022), Volume Mississippi State University, Starkville, Mississippi, Natasha S. Sharma.
A Numerical Scheme for the sixth-order Cahn-Hilliard type equations modeling microemulsions (2022), Volume Southern Methodist University, Dallas TX, 2022, Natasha S. Sharma.
First-Order Time Stepping Schemes for sixth-order Cahn-Hilliard type equations modeling microemulsions (2021), Volume South Padre Island, TX, Natasha S. Sharma.
Numerical Analysis of Sixth Order Phase-Field Models (2021), Volume Rice University Houston, Natasha S. Sharma.
Numerical Analysis of Sixth-Order Phase Field Models (2021), Volume Virtual, Natasha S. Sharma.
Machine Learning-Driven Adaptive Mesh Refinement for Second-Order Elliptic Boundary Value Problems (2021), Volume Chicago, Illinois, USA, Natasha S. Sharma.
Numerical Analysis of a Continuous Interior Penalty Method for the Phase Field Crystal Equation (2021), Volume 100% Virtual Bilbao, Spain, Natasha S. Sharma.
Robust a-posteriori error estimates for weak Galerkin method for the convection-diffusion problem. (2021), Volume Virtual, Natasha S. Sharma.
Numerical Analysis of a Continuous Interior Penalty Method for the Phase Field Crystal Equation (2020), Volume The University of Texas at El Paso, El Paso, Natasha S. Sharma.
C0 Interior Penalty Method for fourth order elliptic problem using deal.II (2019), Volume Colorado State University, Natasha S. Sharma.
Advanced Numerical Topics: Adaptive Discontinuous Galkerin Methods, Mixed FInite Elements (2019), Volume Colorado State University, Natasha S. Sharma.
Adaptive Weak Galerkin Method for stationary linear convection-diffusion problem (2019), Volume Spain Valencia , Natasha S. Sharma.
Adaptive Weak Galerkin Method for stationary linear convection-diffusion problem (2019), Volume Brunel University, London, Natasha S. Sharma.
Adaptive Weak Galerkin Method for stationary linear convection-diffusion problem (2019), Volume Starkville, Mississippi, USA, Natasha S. Sharma.

Grants

Collaborative Research: Numerical Methods and Adaptive Algorithms for Sixth-Order Phase Field Models

Current/Future Courses

Term	Course	Section	Syllabus
Spring 2025	CPS 5397 - Graduate Research	26357
Spring 2025	MATH 6370 - Special Topics	26328
Fall 2024	MATH 5330 - Comp Methods of Linear Algebra	13645	Syllabus
Fall 2024	MATH 6330 - Comp Methods of Linear Algebra	14606	Syllabus
Fall 2024	CPS 5396 - Graduate Interdisciplinary Res	17523
Fall 2024	CPS 5398 - Graduate Thesis	17524
Fall 2024	CPS 5401 - Introduction to Comp Science	10878	Syllabus
Fall 2024	CPS 6401 - Introduction to Comp Science	14553	Syllabus

Past Courses

Select Term:

Term	Course	Section	Syllabus
Spring 2024	CPS 5397 - Graduate Research	28065
Spring 2024	CPS 5195 - Graduate Seminar	22819	Syllabus
Spring 2024	CPS 6185 - Graduate Seminar	25936
Spring 2024	CPS 5310 - Mathematical & Comp. Modeling	21190
Spring 2024	CPS 6310 - Mathematical & Comp. Modeling	25937
Spring 2024	MATH 6370 - Special Topics	28000
Fall 2023	MATH 5330 - Comp Methods of Linear Algebra	14396
Fall 2023	MATH 6330 - Comp Methods of Linear Algebra	15666
Fall 2023	CPS 5401 - Introduction to Comp Science	11017
Fall 2023	CPS 6401 - Introduction to Comp Science	15590
Fall 2023	STAT 6370 - Special Topics	17831
Summer 2023	MATH 5396 - Graduate Research	36252
Spring 2023	CPS 6387 - Graduate Research	27964
Spring 2023	CPS 5195 - Graduate Seminar	23104	Syllabus
Spring 2023	CPS 6185 - Graduate Seminar	27487	Syllabus
Spring 2023	CPS 5399 - Graduate Thesis	27683
Spring 2023	CPS 5310 - Mathematical & Comp. Modeling	21295	Syllabus
Spring 2023	CPS 6310 - Mathematical & Comp. Modeling	27488
Spring 2023	MATH 5399 - Thesis 2	23817
Fall 2022	CPS 6386 - Graduate Interdisciplinary Res	20531
Fall 2022	CPS 5398 - Graduate Thesis	20039
Fall 2022	CPS 5401 - Introduction to Comp Science	11839	Syllabus
Fall 2022	CPS 6401 - Introduction to Comp Science	20418
Fall 2022	MATH 4329 - Numerical Analysis	14202	Syllabus
Fall 2022	MATH 5398 - Thesis 1	18040
Spring 2022	DS 6390 - DS Research Collaborative	29756
Spring 2022	CPS 5195 - Graduate Seminar	24527	Syllabus
Spring 2022	CPS 5310 - Mathematical & Comp. Modeling	21623
Spring 2022	MATH 5399 - Thesis 2	25438
Fall 2021	MATH 5330 - Comp Methods of Linear Algebra	18347	Syllabus
Fall 2021	CPS 5397 - Graduate Research	18295
Fall 2021	MATH 3323 - Matrix Algebra	12973	Syllabus
Fall 2021	MATH 4329 - Numerical Analysis	11247	Syllabus
Fall 2021	MATH 5398 - Thesis 1	17813
Summer 2021	MATH 5370 - Special Topics	34019
Summer 2021	MATH 5399 - Thesis 2	36311
Spring 2021	CPS 5397 - Graduate Research	26046
Spring 2021	CPS 5195 - Graduate Seminar	24911	Syllabus
Spring 2021	CPS 5310 - Mathematical & Comp. Modeling	21780	Syllabus
Spring 2021	MATH 4329 - Numerical Analysis	23513	Syllabus
Spring 2021	MATH 5399 - Thesis	27519
Fall 2020	MATH 1312 - Calculus II	12254	Syllabus
Fall 2020	MATH 3323 - Matrix Algebra	19785	Syllabus
Fall 2020	MATH 4329 - Numerical Analysis	11299	Syllabus
Fall 2020	MATH 5398 - Thesis	18166
Summer 2020	MATH 5399 - Thesis	36430
Spring 2020	CPS 5310 - Mathematical & Comp. Modeling	22034	Syllabus
Spring 2020	MATH 4329 - Numerical Analysis	26683	Syllabus
Spring 2020	MATH 5370 - Special Topics	27817
Spring 2020	MATH 5399 - Thesis	29269
Fall 2019	MATH 1312 - Calculus II	12010	Syllabus
Fall 2019	MATH 4329 - Numerical Analysis	11379	Syllabus
Fall 2019	MATH 4329 - Numerical Analysis	14695	Syllabus
Fall 2019	MATH 5398 - Thesis	19577
Spring 2019	MATH 1312 - Calculus II	28552	Syllabus
Spring 2019	CPS 5310 - Mathematical & Comp. Modeling	22161	Syllabus
Fall 2018	MATH 1312 - Calculus II	11390	Syllabus
Fall 2018	MATH 4329 - Numerical Analysis	11481	Syllabus
Fall 2018	MATH 4329 - Numerical Analysis	19349	Syllabus
Fall 2018	MATH 5370 - Seminar	19377
Fall 2018	MATH 5370 - Seminar	19634
Summer 2018	CPS 5399 - Graduate Thesis	32272
Spring 2018	CPS 5397 - Graduate Research	29332
Spring 2018	CPS 5399 - Graduate Thesis	22910
Spring 2018	CPS 5310 - Mathematical & Comp. Modeling	22323	Syllabus
Spring 2018	MATH 4329 - Numerical Analysis	21457	Syllabus
Fall 2017	MATH 1312 - Calculus II	14611	Syllabus
Fall 2017	CPS 5399 - Graduate Thesis	13084
Fall 2017	MATH 4329 - Numerical Analysis	11549	Syllabus
Fall 2017	MATH 5329 - Numerical Analysis	12087	Syllabus
Summer 2017	CPS 5399 - Graduate Thesis	31311
Spring 2017	CPS 5399 - Graduate Thesis	23034
Spring 2017	MATH 4199 - Individ Studies in Mathematic	28962
Spring 2017	CPS 5310 - Mathematical & Comp. Modeling	22415	Syllabus
Spring 2017	MATH 4329 - Numerical Analysis	21508	Syllabus

Course Evaluations

Term	Course	Section	Evaluation
Spring 2024	CPS 5195 - Graduate Seminar	22819	Evaluation
Spring 2024	CPS 6185 - Graduate Seminar	25936	Evaluation
Fall 2023	MATH 5330 - Comp Methods of Linear Algebra	14396	Evaluation
Fall 2023	MATH 6330 - Comp Methods of Linear Algebra	15666	Evaluation
Fall 2023	CPS 5401 - Introduction to Comp Science	11017	Evaluation
Fall 2023	CPS 6401 - Introduction to Comp Science	15590	Evaluation
Spring 2023	CPS 5195 - Graduate Seminar	23104	Evaluation
Spring 2023	CPS 6185 - Graduate Seminar	27487	Evaluation
Spring 2023	CPS 5310 - Mathematical & Comp. Modeling	21295	Evaluation
Spring 2023	CPS 6310 - Mathematical & Comp. Modeling	27488	Evaluation
Fall 2022	CPS 5401 - Introduction to Comp Science	11839	Evaluation
Fall 2022	CPS 6401 - Introduction to Comp Science	20418	Evaluation
Fall 2022	MATH 4329 - Numerical Analysis	14202	Evaluation
Spring 2022	CPS 5195 - Graduate Seminar	24527	Evaluation
Spring 2022	CPS 5310 - Mathematical & Comp. Modeling	21623	Evaluation
Fall 2021	MATH 5330 - Comp Methods of Linear Algebra	18347	Evaluation
Fall 2021	MATH 3323 - Matrix Algebra	12973	Evaluation
Fall 2021	MATH 4329 - Numerical Analysis	11247	Evaluation
Spring 2021	CPS 5195 - Graduate Seminar	24911	Evaluation
Spring 2021	CPS 5310 - Mathematical & Comp. Modeling	21780	Evaluation
Spring 2021	MATH 4329 - Numerical Analysis	23513	Evaluation
Fall 2020	MATH 1312 - Calculus II	12254	Evaluation
Fall 2020	MATH 3323 - Matrix Algebra	19785	Evaluation
Fall 2020	MATH 4329 - Numerical Analysis	11299	Evaluation
Spring 2020	MATH 4329 - Numerical Analysis	26683	Evaluation
Fall 2019	MATH 1312 - Calculus II	12010	Evaluation
Fall 2019	MATH 4329 - Numerical Analysis	11379	Evaluation
Fall 2019	MATH 4329 - Numerical Analysis	14695	Evaluation
Spring 2019	MATH 1312 - Calculus II	28552	Evaluation
Spring 2019	CPS 5310 - Mathematical & Comp. Modeling	22161	Evaluation

Bio

Ph D in Mathematics, University of Houston (2011)

Publications

Unconditional Energy Stability and Solvability for a C0 Interior Penalty Method for a Sixth-Order Equation Modeling Microemulsions International Journal of Numerical Analysis and Modeling 20 (2023), Natasha S. Sharma, Amanda E. Diegel.
A C0 Interior Penalty Method for the Phase Field Crystal Equation Numerical Methods for Partial Differential Equations 39 3 (2022), Amanda E. Diegel, Natasha S. Sharma.
Robust a-posteriori error estimates for weak Galerkin method for the convection-diffusion problem Applied Numerical Mathematics 170 December 2021 (2021), Natasha S. Sharma.
deal.II step-47: C0-Interior Penalty Method for the Biharmonic problem (2020), Natasha S. Sharma, Guido Kanschat, TImo Heister, Wolfgang Bangerth, Zhuoran Wang.

Presentations

Biases in the Scientific Community (2023), Volume Virtual, Natasha S. Sharma.
Unconditional Energy Stability and Solvability for a C0 Interior Penalty Method for a Sixth-Order Cahn-Hilliard type equation modeling microemulsions (2023), Volume University of North Texas, Denton TX, Natasha S. Sharma.
A Continuous Interior Penalty Method Framework for Sixth Order Cahn-Hilliard-type Equations with applications to microstructure evolution and microemulsions (2023), Volume Lawrence Livermore National Laboratory, Natasha S. Sharma.
Stability and Error Analysis for a C0 Interior Penalty Method for the Modified Phase Field Crystal Equation (2023), Volume Albuquerque, New Mexico, Natasha S. Sharma.
Numerical Analysis of a Continuous Interior Penalty Method for Sixth-Order Phase Field Models (2023), Volume Idaho State University, Pocatello, Idaho, Natasha S. Sharma.

Collaborative Research: Numerical Methods and Adaptive Algorithms for Sixth-Order Phase Field Models

Current/Future Courses

Term

Spring 2025

Course

CPS 5397 - Graduate Research

Section

26357

Syllabus

Term

Spring 2025

Course

MATH 6370 - Special Topics

Section

26328

Syllabus

Term

Fall 2024

Course

MATH 5330 - Comp Methods of Linear Algebra

Section

13645

Syllabus

Term

Fall 2024

Course

MATH 6330 - Comp Methods of Linear Algebra

Section

14606

Syllabus

Term

Fall 2024

Course

CPS 5396 - Graduate Interdisciplinary Res

Section

17523

Syllabus

Term

Fall 2024

Course

CPS 5398 - Graduate Thesis

Section

17524

Syllabus

Term

Fall 2024

Course

CPS 5401 - Introduction to Comp Science

Section

10878

Syllabus

Term

Fall 2024

Course

CPS 6401 - Introduction to Comp Science

Section

14553

Syllabus

Past Courses

Select Term:

Term

Spring 2024

Course

CPS 5397 - Graduate Research

Section

28065

Syllabus

Term

Spring 2024

Course

CPS 5195 - Graduate Seminar

Section

22819

Syllabus

Term

Spring 2024

Course

CPS 6185 - Graduate Seminar

Section

25936

Syllabus

Term

Spring 2024

Course

CPS 5310 - Mathematical & Comp. Modeling

Section

21190

Syllabus

Term

Spring 2024

Course

CPS 6310 - Mathematical & Comp. Modeling

Section

25937

Syllabus

Term

Spring 2024

Course

MATH 6370 - Special Topics

Section

28000

Syllabus

Term

Fall 2023

Course

MATH 5330 - Comp Methods of Linear Algebra

Section

14396

Syllabus

Term

Fall 2023

Course

MATH 6330 - Comp Methods of Linear Algebra

Section

15666

Syllabus

Term

Fall 2023

Course

CPS 5401 - Introduction to Comp Science

Section

11017

Syllabus

Term

Fall 2023

Course

CPS 6401 - Introduction to Comp Science

Section

15590

Syllabus

Term

Fall 2023

Course

STAT 6370 - Special Topics

Section

17831

Syllabus

Term

Summer 2023

Course

MATH 5396 - Graduate Research

Section

36252

Syllabus

Term

Spring 2023

Course

CPS 6387 - Graduate Research

Section

27964

Syllabus

Term

Spring 2023

Course

CPS 5195 - Graduate Seminar

Section

23104

Syllabus

Term

Spring 2023

Course

CPS 6185 - Graduate Seminar

Section

27487

Syllabus

Term

Spring 2023

Course

CPS 5399 - Graduate Thesis

Section

27683

Syllabus

Term

Spring 2023

Course

CPS 5310 - Mathematical & Comp. Modeling

Section

21295

Syllabus

Term

Spring 2023

Course

CPS 6310 - Mathematical & Comp. Modeling

Section

27488

Syllabus

Term

Spring 2023

Course

MATH 5399 - Thesis 2

Section

23817

Syllabus

Term

Fall 2022

Course

CPS 6386 - Graduate Interdisciplinary Res

Section

20531

Syllabus

Term

Fall 2022

Course

CPS 5398 - Graduate Thesis

Section

20039

Syllabus

Term

Fall 2022

Course

CPS 5401 - Introduction to Comp Science

Section

11839

Syllabus

Term

Fall 2022

Course

CPS 6401 - Introduction to Comp Science

Section

20418

Syllabus

Term

Fall 2022

Course

MATH 4329 - Numerical Analysis

Section

14202

Syllabus

Term

Fall 2022

Course

MATH 5398 - Thesis 1

Section

18040

Syllabus

Term

Spring 2022

Course

DS 6390 - DS Research Collaborative

Section

29756

Syllabus

Term

Spring 2022

Course

CPS 5195 - Graduate Seminar

Section

24527

Syllabus

Term

Spring 2022

Course

CPS 5310 - Mathematical & Comp. Modeling

Section

21623

Syllabus

Term

Spring 2022

Course

MATH 5399 - Thesis 2

Section

25438

Syllabus

Term

Fall 2021

Course

MATH 5330 - Comp Methods of Linear Algebra

Section

18347

Syllabus

Term

Fall 2021

Course

CPS 5397 - Graduate Research

Section

18295

Syllabus

Term

Fall 2021

Course

MATH 3323 - Matrix Algebra

Section

12973

Syllabus

Term

Fall 2021

Course

MATH 4329 - Numerical Analysis

Section

11247

Syllabus

Term

Fall 2021

Course

MATH 5398 - Thesis 1

Section

17813

Syllabus

Term

Summer 2021

Course

MATH 5370 - Special Topics

Section

34019

Syllabus

Term

Summer 2021

Course

MATH 5399 - Thesis 2

Section

36311

Syllabus

Term

Spring 2021

Course

CPS 5397 - Graduate Research

Section

26046

Syllabus

Term

Spring 2021

Course

CPS 5195 - Graduate Seminar

Section

24911

Syllabus

Term

Spring 2021

Course

CPS 5310 - Mathematical & Comp. Modeling

Section

21780

Syllabus

Term

Spring 2021

Course

MATH 4329 - Numerical Analysis

Section

23513

Syllabus

Term

Spring 2021

Course

MATH 5399 - Thesis

Section

27519

Syllabus

Term

Fall 2020

Course

MATH 1312 - Calculus II

Section

12254

Syllabus

Term

Fall 2020

Course

MATH 3323 - Matrix Algebra

Section

19785

Syllabus

Term

Fall 2020

Course

MATH 4329 - Numerical Analysis

Section

11299

Syllabus

Term

Fall 2020

Course

MATH 5398 - Thesis

Section

18166

Syllabus

Term

Summer 2020

Course

MATH 5399 - Thesis

Section

36430

Syllabus

Term

Spring 2020

Course

CPS 5310 - Mathematical & Comp. Modeling

Section

22034

Syllabus

Term

Spring 2020

Course

MATH 4329 - Numerical Analysis

Section

26683

Syllabus

Term

Spring 2020

Course

MATH 5370 - Special Topics

Section

27817

Syllabus

Term

Spring 2020

Course

MATH 5399 - Thesis

Section

29269

Syllabus

Term

Fall 2019

Course

MATH 1312 - Calculus II

Section

12010

Syllabus

Term

Fall 2019

Course

MATH 4329 - Numerical Analysis

Section

11379

Syllabus

Term

Fall 2019

Course

MATH 4329 - Numerical Analysis

Section

14695

Syllabus

Term

Fall 2019

Course

MATH 5398 - Thesis

Section

19577

Syllabus

Term

Spring 2019

Course

MATH 1312 - Calculus II

Section

28552

Syllabus

Term

Spring 2019

Course

CPS 5310 - Mathematical & Comp. Modeling

Section

22161

Syllabus

Term

Fall 2018

Course

MATH 1312 - Calculus II

Section

11390

Syllabus

Term

Fall 2018

Course

MATH 4329 - Numerical Analysis

Section

11481

Syllabus

Term

Fall 2018

Course

MATH 4329 - Numerical Analysis

Section

19349

Syllabus

Term

Fall 2018

Course

MATH 5370 - Seminar

Section

19377

Syllabus

Term

Fall 2018

Course

MATH 5370 - Seminar

Section

19634

Syllabus

Term

Summer 2018

Course

CPS 5399 - Graduate Thesis

Section

32272

Syllabus

Term

Spring 2018

Course

CPS 5397 - Graduate Research

Section

29332

Syllabus

Term

Spring 2018

Course

CPS 5399 - Graduate Thesis

Section

22910

Syllabus

Term

Spring 2018

Course

CPS 5310 - Mathematical & Comp. Modeling

Section

22323

Syllabus

Term

Spring 2018

Course

MATH 4329 - Numerical Analysis

Section

21457

Syllabus

Term

Fall 2017

Course

MATH 1312 - Calculus II

Section

14611

Syllabus

Term

Fall 2017

Course

CPS 5399 - Graduate Thesis

Section

13084

Syllabus

Term

Fall 2017

Course

MATH 4329 - Numerical Analysis

Section

11549

Syllabus

Term

Fall 2017

Course

MATH 5329 - Numerical Analysis

Section

12087

Syllabus

Term

Summer 2017

Course

CPS 5399 - Graduate Thesis

Section

31311

Syllabus

Term

Spring 2017

Course

CPS 5399 - Graduate Thesis

Section

23034

Syllabus

Term

Spring 2017

Course

MATH 4199 - Individ Studies in Mathematic

Section

28962

Syllabus

Term

Spring 2017

Course

CPS 5310 - Mathematical & Comp. Modeling

Section

22415

Syllabus

Term

Spring 2017

Course

MATH 4329 - Numerical Analysis

Section

21508

Syllabus

Term

Spring 2024

Course

CPS 5195 - Graduate Seminar

Section

22819

Evaluation

Term

Spring 2024

Course

CPS 6185 - Graduate Seminar

Section

25936

Evaluation

Term

Fall 2023

Course

MATH 5330 - Comp Methods of Linear Algebra

Section

14396

Evaluation

Term

Fall 2023

Course

MATH 6330 - Comp Methods of Linear Algebra

Section

15666

Evaluation

Term

Fall 2023

Course

CPS 5401 - Introduction to Comp Science

Section

11017

Evaluation

Term

Fall 2023

Course

CPS 6401 - Introduction to Comp Science

Section

15590

Evaluation

Term

Spring 2023

Course

CPS 5195 - Graduate Seminar

Section

23104

Evaluation

Term

Spring 2023

Course

CPS 6185 - Graduate Seminar

Section

27487

Evaluation

Term

Spring 2023

Course

CPS 5310 - Mathematical & Comp. Modeling

Section

21295

Evaluation

Term

Spring 2023

Course

CPS 6310 - Mathematical & Comp. Modeling

Section

27488

Evaluation

Term

Fall 2022

Course

CPS 5401 - Introduction to Comp Science

Section

11839

Evaluation

Term

Fall 2022

Course

CPS 6401 - Introduction to Comp Science

Section

20418

Evaluation

Term

Fall 2022

Course

MATH 4329 - Numerical Analysis

Section

14202

Evaluation

Term

Spring 2022

Course

CPS 5195 - Graduate Seminar

Section

24527

Evaluation

Term

Spring 2022

Course

CPS 5310 - Mathematical & Comp. Modeling

Section

21623

Evaluation

Term

Fall 2021

Course

MATH 5330 - Comp Methods of Linear Algebra

Section

18347

Evaluation

Term

Fall 2021

Course

MATH 3323 - Matrix Algebra

Section

12973

Evaluation

Term

Fall 2021

Course

MATH 4329 - Numerical Analysis

Section

11247

Evaluation

Term

Spring 2021

Course

CPS 5195 - Graduate Seminar

Section

24911

Evaluation

Term

Spring 2021

Course

CPS 5310 - Mathematical & Comp. Modeling

Section

21780

Evaluation

Term

Spring 2021

Course

MATH 4329 - Numerical Analysis

Section

23513

Evaluation

Term

Fall 2020

Course

MATH 1312 - Calculus II

Section

12254

Evaluation

Term

Fall 2020

Course

MATH 3323 - Matrix Algebra

Section

19785

Evaluation

Term

Fall 2020

Course

MATH 4329 - Numerical Analysis

Section

11299

Evaluation

Term

Spring 2020

Course

MATH 4329 - Numerical Analysis

Section

26683

Evaluation

Term

Fall 2019

Course

MATH 1312 - Calculus II

Section

12010

Evaluation

Term

Fall 2019

Course

MATH 4329 - Numerical Analysis

Section

11379

Evaluation

Term

Fall 2019

Course

MATH 4329 - Numerical Analysis

Section

14695

Evaluation

Term

Spring 2019

Course

MATH 1312 - Calculus II

Section

28552

Evaluation

Term

Spring 2019

Course

CPS 5310 - Mathematical & Comp. Modeling

Section

22161

Evaluation

FACULTY PROFILES

Quick Links

Natasha S. Sharma

FACULTY PROFILES

Natasha S. Sharma

Bio

Education

Scholarly and Creative Activity

Grants

Courses

Course Evaluations