Faculty

Institution

Unit

Venue

Edward Swim

Associate Professor of Mathematics; Graduate Advisor for Mathematics

Sam Houston State University

Affiliations

College of Science and Engineering Technology

Department of Mathematics and Statistics

Edward Swim is currently serving as a College Of Science And Engineering Technology Associate Professor of Mathematics; Graduate Advisor for Mathematics at Sam Houston State University.

Honors

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Experiences

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Education

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Edward Swim

Sam Houston State University

Associate Professor of Mathematics; Graduate Advisor for Mathematics

You can click a keyword to filter the displayed items

applied mathematics wave scattering light scattering high-frequency approximation inverse scattering transforms periodic surfaces computational aspects engineering mechanical engineering computational physics spectral theory fluid-structure interaction public health mechanics computational mechanics hiv virology educational research mathematical biology oncology prostate cancer mathematics education cancer care surgical oncology infection control clean water interface science finite element methods biomedical modeling infectious disease modelling integrative learning cancer management cancer treatment disinfectants microbial contamination microbial risk assessment wave optics rayleigh scattering fluid-structure interaction problems hiv infection experimental protocol treatment interruptions integrative learning experience mathematics curriculum advanced prostate cancer intermittent androgen suppression mathematical modeling multi-physics applications computational methods common waterborne pathogens nonlinear models one-dimensional transmission interface scientific computing numerical mathematics numerical analysis numerical treatment domain decomposition computational fluid dynamics mathematical modelling

Notable Scholarly Works

Notable Federal Grants

Collaborators

Mathematical Modeling of Continuous and Intermittent Androgen Suppression for the Treatment of Advanced Prostate Cancer. Mathematical Biosciences & Engineering (2017)

Alacia M. VothJohn G. AlfordEdward W. Swim

advanced prostate cancermathematical biologyengineeringsurgical oncologyapplied mathematicsprostate cancermathematical modelingintermittent androgen suppressioncancer managementurologycancer treatmentcancer careoncology

Computational Methods for Multi-Physics Applications With Fluid-Structure Interaction. (2010)

Kumnit NongEugenio AulisaSonia GarciaEdward SwimPadmanabhan Seshaiyer

physicsmulti-physics applicationsfluid-structure interactioncomputational methods

Disinfection of Common Waterborne Pathogens. PRIMUS (2010)

pathogenic bacteriawater treatmentmicrobiologymicrobial risk assessmentpathogensdisinfectantsmicrobial contaminationcommon waterborne pathogensinfection controlclean water

An Integrative Learning Experience Within a Mathematics Curriculum. Teaching Mathematics and its Applications An International Journal of the IMA (2009)

B. MelendezS. BowmanK. EricksonE. Swim

integrative learningeducational researchmathematicsmathematics curriculummathematics educationintegrative learning experience

Nonlinear Models for Biologically-Inspired Elastic Membrane Wings. (2008)

Edward SwimPadmanabhan Seshaiyer

biophysicsbiological engineeringnonlinear modelsbiomechanics

A Nonconforming Finite Element Method for Fluid–Structure Interaction Problems. Computer Methods in Applied Mechanics and Engineering (2005)

E.W. SwimP. Seshaiyer

engineeringfluid-structure interaction problemsmechanical engineeringfinite element methodsmechanicsapplied mathematicscomputational mechanics

Fluid-Structure Interaction Using Nonconforming Finite Element Methods. Lecture notes in computational science and engineering (2005)

Edward SwimPadmanabhan Seshaiyer

fluid-structure interactionfluid mechanicsmechanical engineering

Modeling Control of Hiv Infection Through Structured Treatment Interruptions With Recommendations for Experimental Protocol. (2001)

Shannon KubiakHeather LehrRachel LevyTodd MoellerAlbert E. ParkerEdward Swim

public healthvirologytreatment interruptionshivexperimental protocolmedicinebiomedical modelinghiv infectioninfectious disease modelling

Theoretical and Computational Aspects of Scattering From Periodic Surfaces: One-Dimensional Transmission Interface, 2001. (2001)

computational aspectsphysicsinterface sciencecomputational physicsmathematical physicslight scatteringhigh-frequency approximationwave scatteringone-dimensional transmission interfaceperiodic surfacesinverse scattering transformsinterface (matter)applied mathematics

Theoretical and Computational Aspects of Scattering From Periodic Surfaces: Two-Dimensional Perfectly Reflecting Surfaces Using the Spectral-Coordinate Method. null (2001)

computational aspectscomputational electromagneticsphysicslight scatteringmetamaterialshigh-frequency approximationwave scatteringwave opticsoptical propertiesperiodic surfacesspectral-coordinate methodinverse scattering transformsspectral theoryapplied mathematics

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Edward Swim

Associate Professor of Mathematics; Graduate Advisor for Mathematics

Sam Houston State University

Affiliations

College of Science and Engineering Technology

Department of Mathematics and Statistics

Edward Swim is currently serving as a College Of Science And Engineering Technology Associate Professor of Mathematics; Graduate Advisor for Mathematics at Sam Houston State University.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Edward Swim

Sam Houston State University

Associate Professor of Mathematics; Graduate Advisor for Mathematics

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Mathematical Modeling of Continuous and Intermittent Androgen Suppression for the Treatment of Advanced Prostate Cancer. Mathematical Biosciences & Engineering (2017)

Alacia M. VothJohn G. AlfordEdward W. Swim

Computational Methods for Multi-Physics Applications With Fluid-Structure Interaction. (2010)

Kumnit NongEugenio AulisaSonia GarciaEdward SwimPadmanabhan Seshaiyer

physicsmulti-physics applicationsfluid-structure interactioncomputational methods

Disinfection of Common Waterborne Pathogens. PRIMUS (2010)

pathogenic bacteriawater treatmentmicrobiologymicrobial risk assessmentpathogensdisinfectantsmicrobial contaminationcommon waterborne pathogensinfection controlclean water

An Integrative Learning Experience Within a Mathematics Curriculum. Teaching Mathematics and its Applications An International Journal of the IMA (2009)

B. MelendezS. BowmanK. EricksonE. Swim

integrative learningeducational researchmathematicsmathematics curriculummathematics educationintegrative learning experience

Nonlinear Models for Biologically-Inspired Elastic Membrane Wings. (2008)

Edward SwimPadmanabhan Seshaiyer

biophysicsbiological engineeringnonlinear modelsbiomechanics

A Nonconforming Finite Element Method for Fluid–Structure Interaction Problems. Computer Methods in Applied Mechanics and Engineering (2005)

E.W. SwimP. Seshaiyer

engineeringfluid-structure interaction problemsmechanical engineeringfinite element methodsmechanicsapplied mathematicscomputational mechanics

Fluid-Structure Interaction Using Nonconforming Finite Element Methods. Lecture notes in computational science and engineering (2005)

Edward SwimPadmanabhan Seshaiyer

fluid-structure interactionfluid mechanicsmechanical engineering

Modeling Control of Hiv Infection Through Structured Treatment Interruptions With Recommendations for Experimental Protocol. (2001)

Shannon KubiakHeather LehrRachel LevyTodd MoellerAlbert E. ParkerEdward Swim

public healthvirologytreatment interruptionshivexperimental protocolmedicinebiomedical modelinghiv infectioninfectious disease modelling

Theoretical and Computational Aspects of Scattering From Periodic Surfaces: One-Dimensional Transmission Interface, 2001. (2001)

Theoretical and Computational Aspects of Scattering From Periodic Surfaces: Two-Dimensional Perfectly Reflecting Surfaces Using the Spectral-Coordinate Method. null (2001)

1
2
10 / page

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University of Arizona

electromagnetic wave

inverse scattering transforms

Shari Moskow

Institution

Drexel University

applied mathematics

inverse problems

Brian C. Hall

Institution

University of Notre Dame

applied mathematical modelling

mathematical physics

Rubin H Landau

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quantum machine learning

artificial general intelligence

Tom Kennedy

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statistical mechanic

mathematical physics

Tristan Buckmaster

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New York University

hydrodynamic stability

fluid equations

John A. Adam

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difference equation

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applied mathematical modelling

inverse scattering transforms

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machine learning

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electronic circuit