Faculty

Institution

Unit

Venue

Edward J. Allen

Professor Emeritus

Texas Tech University

Affiliations

College of Arts & Sciences

Department of Mathematics & Statistics

Edward J. Allen is currently serving as a College Of Arts & Sciences Professor Emeritus at Texas Tech University.

Honors

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Experiences

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Education

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Edward J. Allen

Texas Tech University

Professor Emeritus

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applied mathematics stochastic process numerical analysis stochastic differential equations stochastic calculus differential equations numerical simulations partial differential equations mathematical optimization numerical solution biostatistics mathematical biology theoretical biology systems biology applied probability nuclear science nuclear engineering numerical method for partial differential equation stochastic partial differential equations quantitative biology scientific computing numerical mathematics stochastic phenomena ecology mathematical bioscience nuclear energy stochastic optimization stochastic dynamical systems theoretical ecology richardson extrapolation nonlinear dynamics numerical algorithms stochastic systems numerical computation neutron transport equation general systems global ecology climatic change discrete dynamical systems bifurcation theory applied mathematical modelling mathematical modelling population dynamics population ecology deterioration modeling nuclear reactor dynamics environmental variability difference methods option valuation convex analysis active control spectral theory environmental fluid mechanics thermodynamic modelling theoretical modeling stochastic hybrid system stochastic networks computational model theory population science theoretical prediction climate variability environmental cycle natural restoration helminth infection helminthology schistosomiasis infectious disease modelling difference approximation finite element efficient numerical solution point kinetics equations persistence time mean-reverting processes stochastic point-kinetics equations schistosomiasis infection biological control

Notable Scholarly Works

Notable Federal Grants

Collaborators

Derivation of a Formula for Mountain Height as a Function of Rank in Height. Journal of Applied Mathematics and Physics (2023)

Edward J. Allen

pure mathematicsenvironmental sciencestratigraphynumerical analysisavian biologyabstract and applied analysisorogenyapplied algebraplanetary sciencesmountain heightearth scienceforestryhigh elevationcomputational mathematicsmountain uplifteurasian geographycanadian studiesclimatic changeglaciers

Aesop's Moral on Success. The Mathematical Gazette (2021)

Edward J. Allen

ethical theoryancient philosophyphilosophy of mathematicsapplied philosophymoral philosophymoralitymathematicsethicsphilosophyearly modern philosophy

Mean Completion Time for a Randomly Varying Rate of Work. Stochastic Analysis and Applications (2020)

E. J. Allen

forecastingstochastic phenomenaeconomicsbayesian analysisapplied probabilitybiostatisticsprobability theorystatistical theorystochastic processstochastic optimizationstochastic calculusmean completion timestochastic dynamicsstatistics

On Real-Valued Sde and Nonnegative-Valued Sde Population Models With Demographic Variability. Journal of Mathematical Biology (2020)

E. J. AllenL. J. S. AllenH. L. Smith

population dynamicsapplied mathematicspopulation ecologymathematical biologydemographymathematical biosciencequantitative biologypopulation biologybiostatisticslatent variable modelscomputational biologytheoretical biologydemographic variabilityepidemiologyreal-valued sde

An Sde Model for Deterioration of Rock Surfaces. Stochastic Analysis and Applications (2019)

E. J. Allen

environmental sciencenumerical simulationsmechanical engineeringplastic degradationmodeling and simulationerosion predictionrock surfacesengineering geologygeoscientific model developmentsystems engineeringstatistical modelscomputational modelsdeformationdeterioration modelingfrictionsde modelgeotechnical engineeringgeologyrock engineeringdomain-specific modeling

An Sde Model for Surface Roughness Progression. Stochastic Analysis and Applications (2019)

E. J. Allen

sde modelsurface engineeringapplied mathematicspartial differential equationssurface roughness progression

Bounds on Mean Exit Time for Purely Time-Dependent Drift and Diffusion. Communications in Applied Analysis (2018)

EDWARD ALLEN

anomalous diffusionstochastic dynamical systemsapplied mathematicsmean exit timediffusion processtime-dependent drifttime seriesstochastic processmathematical analysisdiffusionnumerical simulationsstochastic calculus

Sde Models With Exponential Drift and Diffusion for Approximating Fatigue Crack Growth Dynamics. Engineering Fracture Mechanics (2018)

E.J. Allen

crack formationengineeringsde modelsstochastic differential equationsfracture mechanicsmechanical behaviormaterials sciencemechanics of materialsexponential driftstructural mechanicsdiffusionnumerical simulationsdynamic crack propagationmechanical engineering

Approximate Ballistics Formulas for Spherical Pellets in Free Flight. Defence Technology (2017)

E.J. Allen

missileaerospace engineeringthermal engineeringnumerical simulationsmechanical engineeringapproximate ballistics formulascontrol systemsfree flightsafetycomputational mechanicsspherical pelletsthermal transportdefence technologyterminal ballisticstechnical safetyaircraftapplied mathematicsunmanned aircraft systemsunmanned aerial vehiclesautomatic controlaerodynamics

Environmental Variability and Mean-Reverting Processes. Discrete and Continuous Dynamical Systems - B (2016)

Edward Allen

discrete dynamical systemsglobal change biologymean-reverting processesenvironmental scienceglobal ecologyclimate dynamicsnonlinear dynamicsecologyearth scienceenvironmental variabilityclimate changeclimate variabilitymarine biologybifurcation theoryenvironmental cycleclimatic changedynamical systemsenvironmental fluid mechanicsnatural restorationland degradation

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Edward J. Allen

Professor Emeritus

Texas Tech University

Affiliations

College of Arts & Sciences

Department of Mathematics & Statistics

Edward J. Allen is currently serving as a College Of Arts & Sciences Professor Emeritus at Texas Tech 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 J. Allen

Texas Tech University

Professor Emeritus

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Derivation of a Formula for Mountain Height as a Function of Rank in Height. Journal of Applied Mathematics and Physics (2023)

Edward J. Allen

Aesop's Moral on Success. The Mathematical Gazette (2021)

Edward J. Allen

ethical theoryancient philosophyphilosophy of mathematicsapplied philosophymoral philosophymoralitymathematicsethicsphilosophyearly modern philosophy

Mean Completion Time for a Randomly Varying Rate of Work. Stochastic Analysis and Applications (2020)

E. J. Allen

On Real-Valued Sde and Nonnegative-Valued Sde Population Models With Demographic Variability. Journal of Mathematical Biology (2020)

E. J. AllenL. J. S. AllenH. L. Smith

An Sde Model for Deterioration of Rock Surfaces. Stochastic Analysis and Applications (2019)

E. J. Allen

An Sde Model for Surface Roughness Progression. Stochastic Analysis and Applications (2019)

E. J. Allen

sde modelsurface engineeringapplied mathematicspartial differential equationssurface roughness progression

Bounds on Mean Exit Time for Purely Time-Dependent Drift and Diffusion. Communications in Applied Analysis (2018)

EDWARD ALLEN

Sde Models With Exponential Drift and Diffusion for Approximating Fatigue Crack Growth Dynamics. Engineering Fracture Mechanics (2018)

E.J. Allen

Approximate Ballistics Formulas for Spherical Pellets in Free Flight. Defence Technology (2017)

E.J. Allen

Environmental Variability and Mean-Reverting Processes. Discrete and Continuous Dynamical Systems - B (2016)

Edward Allen

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