Faculty

Institution

Unit

Venue

Roberto Triggiani

University of Memphis

Affiliations

College of Arts & Sciences

Mathematical Sciences

NoneRoberto Triggiani is currently serving as a College Of Arts & Sciences faculty at University of Memphis.

Honors

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Experiences

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Education

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Roberto Triggiani

University of Memphis

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applied mathematics numerical analysis mathematical analysis applied physics dynamical systems mechanical engineering mathematical control theory mathematics fluid dynamics stability automatic control fluid-structure interaction navier-stokes equations uniform stabilization partial differential equations control systems mathematical optimization discrete dynamical systems global uniqueness nonlinear analysis boundary value problems control optimization application analysis mathematical biology numerical simulations hydrodynamic stability controllability hyperbolic equations nonlinear dynamics theoretical analysis applied algebra exponential decay inverse problem point control spectral theory computational fluid dynamics mathematical sciences thermal engineering control science spectral analysis hyperbolic conservation laws optimal control potential coefficients schrodinger equations fractional powers neumann boundary control engineering optimization fluid flow nonlinear science cybernetics linear control abstract analysis stability analysis nonlinear hyperbolic problem evolution equations control technology optimization problems control theory tangential boundary stabilization thermo-elastic semigroups pde system schrodinger equation structural control nonlinear control control methods shell theory stochastic hybrid system bifurcation theory unsteady flows observability elliptic function elliptic equations facies analysis fluid-solid interactions infectious disease modelling finite-state system

Video Presentations

Notable Scholarly Works

Notable Federal Grants

Collaborators

Sharp Uniform Stabilization of a Shallow Shell With Internal Rotational Inertia Dissipation and a Nonlinear Boundary Feedback Under Free Boundary Conditions. Research Square (Research Square) (2025)

Irena LasieckaS.-J LiRoberto Triggiani

mechanical engineeringfree boundary conditionsnonlinear boundary feedbackstabilitysharp uniform stabilizationshallow shell

A Heat–Structure Interaction Model With (Formal) ‘Square-Root’ Damping: Analyticity and Uniform Stability. Quantum Studies Mathematics and Foundations (2024)

Roberto TriggianiXiang Wan

heat-structure interaction modelquantum mechanicsparticle physicsuniform stabilityquantum scienceapplied physicscondensed matter physics

Boundary Stabilization for a Heat-Kelvin-Voigt Unstable Interaction Model, With Control and Partial Observation Localized at the Interface Only. Journal of Optimization Theory and Applications (2024)

Irena LasieckaRasika MahawattegeRoberto Triggiani

mathematical optimizationboundary stabilizationnumerical analysispartial observationapplied mathematics

Maximal L P -Regularity of an Abstract Evolution Equation: Application to Closed-Loop Feedback Problems, With Boundary Controls and Boundary Sensors. Nonlinear Analysis Real World Applications (2024)

Irena LasieckaBuddhika PriyasadRoberto Triggiani

singularly perturbed problemboundary sensorsparticle physicspassive energy dissipationcontrol optimizationcontrol systemsboundary controlsoptical propertiesclosed-loop feedback problemsapplied physicsapplied mathematics

Uniform Stabilization in Besov Spaces With Arbitrary Decay Rates of the Magnetohydrodynamic System by Finite-Dimensional Interior Localized Static Feedback Controllers. Research in the Mathematical Sciences (2024)

Irena LasieckaBuddhika PriyasadRoberto Triggiani

numerical simulationsuniform stabilizationarbitrary decay ratesresidual stressstatic feedback controllersmathematical physicsmathematicsactive controlbesov spacesphysicsmathematical control theorymathematical sciencesautomatic controlmagnetohydrodynamic systemrobust controlmagnetohydrodynamicscontrol systemscontrol optimizationstabilityapplied mathematics

Luenberger Compensator Theory for Heat-Kelvin-Voigt-Damped-Structure Interaction Models With Interface/Boundary Feedback Controls. Open Mathematics (2023)

Roberto TriggianiXiang Wan

thermal engineeringsystems engineeringluenberger compensator theoryinterface sciencemathematical control theoryheat transferapplied physicsheat-kelvin-voigt-damped-structure interaction modelsapplied mathematics

Abstract Representation of the Smgtj Equation Under Rough Boundary Controls: Optimal Interior Regularity. Mathematical Methods in the Applied Sciences (2022)

Irena LasieckaRoberto TriggianiXiang Wan

smgtj equationmathematicsapplied algebraabstract representationmathematical analysisapplied physicsoptimal interior regularityapplied mathematicsrough boundary controls

Fluid–Plate Interaction With Kelvin-Voigt Damping and Bending Moment at the Interface: Well-Posedness, Spectral Analysis, Uniform Stability. Operator theory (2022)

Rasika MahawattegeRoberto Triggiani

fluid-plate interactionspectral analysisfluid dynamicsmechanical engineeringoperator theoryuniform stabilitykelvin-voigt dampingapplied physics

From Low to High-and Lower-Optimal Regularity of the Smgtj Equation With Dirichlet and Neumann Boundary Control, and With Point Control, via Explicit Representation Formulae. Evolution equations and control theory (2022)

Roberto TriggianiXiang Wan

point controlsmgtj equationcontrol systemsmathematical control theoryexplicit representation formulaeapplied mathematics

Optimal Feedback Arising in a Third-Order Dynamics With Boundary Controls and Infinite Horizon. Journal of Optimization Theory and Applications (2022)

Irena LasieckaRoberto Triggiani

infinite horizonoptimal feedbackboundary controlsthird-order dynamics

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Roberto Triggiani

University of Memphis

Affiliations

College of Arts & Sciences

Mathematical Sciences

NoneRoberto Triggiani is currently serving as a College Of Arts & Sciences faculty at University of Memphis.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Roberto Triggiani

University of Memphis

You can click a keyword to filter the displayed items

Video Presentations

Notable Scholarly Works

Notable Federal Grants

Collaborators

Irena LasieckaS.-J LiRoberto Triggiani

mechanical engineeringfree boundary conditionsnonlinear boundary feedbackstabilitysharp uniform stabilizationshallow shell

A Heat–Structure Interaction Model With (Formal) ‘Square-Root’ Damping: Analyticity and Uniform Stability. Quantum Studies Mathematics and Foundations (2024)

Roberto TriggianiXiang Wan

heat-structure interaction modelquantum mechanicsparticle physicsuniform stabilityquantum scienceapplied physicscondensed matter physics

Irena LasieckaRasika MahawattegeRoberto Triggiani

mathematical optimizationboundary stabilizationnumerical analysispartial observationapplied mathematics

Irena LasieckaBuddhika PriyasadRoberto Triggiani

Luenberger Compensator Theory for Heat-Kelvin-Voigt-Damped-Structure Interaction Models With Interface/Boundary Feedback Controls. Open Mathematics (2023)

Roberto TriggianiXiang Wan

Abstract Representation of the Smgtj Equation Under Rough Boundary Controls: Optimal Interior Regularity. Mathematical Methods in the Applied Sciences (2022)

Irena LasieckaRoberto TriggianiXiang Wan

smgtj equationmathematicsapplied algebraabstract representationmathematical analysisapplied physicsoptimal interior regularityapplied mathematicsrough boundary controls

Fluid–Plate Interaction With Kelvin-Voigt Damping and Bending Moment at the Interface: Well-Posedness, Spectral Analysis, Uniform Stability. Operator theory (2022)

Rasika MahawattegeRoberto Triggiani

fluid-plate interactionspectral analysisfluid dynamicsmechanical engineeringoperator theoryuniform stabilitykelvin-voigt dampingapplied physics

Roberto TriggianiXiang Wan

point controlsmgtj equationcontrol systemsmathematical control theoryexplicit representation formulaeapplied mathematics

Optimal Feedback Arising in a Third-Order Dynamics With Boundary Controls and Infinite Horizon. Journal of Optimization Theory and Applications (2022)

Irena LasieckaRoberto Triggiani

infinite horizonoptimal feedbackboundary controlsthird-order dynamics

1
2
3
4
5
12
10 / page

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applied mathematics

numerical analysis

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Texas Tech University

applied mathematics

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Institution

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pde-constrained optimization

applicable analysis

Hector O. Fattorini

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control optimization

functional analysis

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unique continuation

applied mathematical modelling

Roman Shvydkoy

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applied mathematics

turbulence modeling

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Susan Friedlander

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partial differential equation

hydrodynamic stability

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applied mathematics

stochastic process

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University of Maryland, Baltimore County

system dynamic

mathematical control theory