D. Tarzia

发表

Explicit solutions for one-dimensional two-phase free boundary problems with either shrinkage or expansion

M. Natale, E. S. Marcus, D. Tarzia, 2010 .

A bibliography on moving-free boundary problems for the heat-diffusion equation. The stefan and related problems

D. Tarzia, 2000 .

Properties of the Financial Break-Even Point in a Simple Investment Project as a Function of the Discount Rate

D. Tarzia, 2016, 1611.03740.

Numerical Analysis of a Distributed Optimal Control Problem Governed by an Elliptic Variational Inequality

M. C. Olguín, D. Tarzia, M. Olguín, 2015 .

Numerical analysis of a family of optimal distributed control problems governed by an elliptic variational inequality

M. C. Olguín, D. Tarzia, M. Olguín, 2015, 1601.00012.

Numerical analysis of distributed optimal control problems governed by elliptic variational inequalities

D. Tarzia, Mariela Olgu'in, 2014, 1412.6500.

A new mathematical formulation for a phase change problem with a memory flux

D. Tarzia, S. Roscani, J. Bollati, 2018, Chaos, Solitons & Fractals.

On the Tykhonov Well-Posedness of an Antiplane Shear Problem

M. Sofonea, D. Tarzia, 2020, Mediterranean Journal of Mathematics.

The balance integral method applied to root growth of crops

D. Tarzia, J. C. Reginato, 1993 .

Asymptotic behaviour of a non-classical heat conduction problem for a semi-infinite material

D. Tarzia, L. R. Berrone, L. T. Villa, 2000 .

Approximate solutions to one-phase Stefan-like problems with space-dependent latent heat

D. Tarzia, J. Bollati, 2020, European Journal of Applied Mathematics.

Approximate solutions to the one-phase Stefan problem with non-linear temperature-dependent thermal conductivity

M. Natale, D. Tarzia, J. Bollati, 2019, 1906.08601.

Integral balance methods applied to non-classical Stefan problems

M. Natale, D. Tarzia, J. Bollati, 2018, 1810.06370.

Explicit solution for a two-phase fractional Stefan problem with a heat flux condition at the fixed face

D. Tarzia, S. Roscani, 2018, 1805.09172.

One-phase Stefan problem with a latent heat depending on the position of the free boundary and its rate of change

D. Tarzia, J. Bollati, 2017, 1703.07845.

Determination of One Unknown Thermal Coefficient through a Mushy Zone Model with a Convective Overspecified Boundary Condition

Andrea N. Ceretani, D. Tarzia, A. Ceretani, 2015, 1503.09118.

Simultaneous determination of two unknown thermal coefficients through a mushy zone model with an overspecified convective boundary condition

Andrea N. Ceretani, D. Tarzia, A. Ceretani, 2015, 1507.08706.

Explicit solutions for distributed, boundary and distributed-boundary elliptic optimal control problems

D. Tarzia, J. Bollati, C. Gariboldi, 2019, J. Appl. Math. Comput..

Convergence Results for Optimal Control Problems Governed by Elliptic Quasivariational Inequalities

M. Sofonea, D. Tarzia, 2020, 2005.11788.

THE SUPERCOOLED ONE-PHASE STEFAN PROBLEM IN SPHERICAL SYMMETRY

D. Tarzia, Paola Mannucci, 1999 .

Remarks on a One-Dimensional Stefan Problem Related to the Diffusion-Consumption Model

D. Tarzia, R. Ricci, E. Comparini, 1984 .

Convergence of optimal control problems governed by second kind parabolic variational inequalities

D. Tarzia, M. Boukrouche, 2013, 1309.4874.

Existence, uniqueness, and convergence of optimal control problems associated with parabolic variational inequalities of the second kind

D. Tarzia, M. Boukrouche, 2011, 1309.4869.

Convergence of simultaneous distributed-boundary parabolic optimal control problems

C. M. Bollo, D. Tarzia, C. Gariboldi, 2019, Evolution Equations & Control Theory.

A comnutative diagram among discrete and continuous Neumann boundary optimal control problems

D. Tarzia, 2014 .

A family of singular ordinary differential equations of the third order with an integral boundary condition

D. Tarzia, M. Boukrouche, 2017, 1704.00746.

An exact solution to a Stefan problem with variable thermal conductivity and a Robin boundary condition

Andrea N. Ceretani, Natalia N. Salva, Domingo A. Tarzia, 2017, 1706.06984.

Existence and uniqueness of solution for two one-phase Stefan problems with variable thermal coefficients

M. Natale, D. Tarzia, J. Bollati, 2019, 1903.10340.

Auxiliary functions in the study of Stefan-like problems with variable thermal properties

Andrea N. Ceretani, D. Tarzia, N. Salva, 2019, Appl. Math. Lett..

The determination of unknown thermal coefficients through phase change process with temperature-dependent thermal conductivity

D. Tarzia, 1998 .

A free boundary problem for a diffusion–convection equation

Adriana C. Briozzo, D. Tarzia, 2019, International Journal of Non-Linear Mechanics.

A free boundary model for oxygen diffusion in a spherical medium

D. Tarzia, J. C. Reginato, Adriana M. Gonz'alez, 2015, 1503.02049.

Exact Solutions for Nonclassical Stefan Problems

Adriana C. Briozzo, D. Tarzia, 2010 .

A FREE-BOUNDARY MODEL FOR ANAEROBIOSIS IN SATURATED SOIL AGGREGATES

D. Tarzia, J. C. Reginato, A. M. Gonzalez, 2008 .

An explicit solution for a two-phase Stefan problem with a similarity exponential heat sources

Adriana C. Briozzo, M. Natale, D. Tarzia, 2004 .

Determination of unknown thermal coefficients through a free boundary problem for a non linear heat conduction equation with a convective term

M. F. Natale, Adriana C. Briozzo, M. Natale, 1997 .

A free boundary model applied to the estimation of the diffusion coefficient in a gas-solid system

D. Tarzia, L. T. Villa, E. Erdmann, 1993 .

A class of elliptic mixed boundary value problems with (p, q)-Laplacian: existence, comparison and optimal control

S. Migórski, D. Tarzia, Shengda Zeng, 2022, Zeitschrift für angewandte Mathematik und Physik.

Two different fractional Stefan problems that are convergent to the same classical Stefan problem

D. Tarzia, S. Roscani, 2017, Mathematical Methods in the Applied Sciences.

Simultaneous determination of two unknown thermal coefficients through an inverse one-phase Lamé-Clapeyron (Stefan) problem with an overspecified condition on the fixed face†

D. Tarzia, 1983 .

Properties of the Financial Break-Even Point in a Simple Investment Project as a Function of the Discount Rate

D. Tarzia, 2016, 1611.03740.

Explicit solution of a free boundary problem for a nonlinear absorption model of mixed saturated-unsaturated flow

Adriana C. Briozzo, D. Tarzia, 1998 .

A commutative diagram among discrete and continuous Neumann boundary optimal control problems

D. Tarzia, 2014, 1412.6491.

A free boundary model for oxygen diffusion in a spherical medium

D. Tarzia, J. C. Reginato, Adriana M. Gonz'alez, 2015, 1503.02049.

Analysis of the nutrient uptake by roots in fixed volume of soil as predicted by fixed boundary, moving boundary and architectural models

D. Tarzia, J. C. Reginato, Jorge L. Blengino, 2014, 1501.02232.

Determination of one unknown thermal coefficient through the one-phase fractional Lam\'e-Clapeyron-Stefan problem

D. Tarzia, 2015, 1509.03663.

About the convergence of a family of initial boundary value problems for a fractional diffusion equation of robin type

D. Tarzia, S. Roscani, I. Cardoso, 2022, Applied Mathematics and Computation.

Non-classical heat conduction problem with nonlocal source

D. Tarzia, M. Boukrouche, 2016, 1610.01680.

Explicit solutions related to the Rubinstein binary‐alloy solidification problem with a heat flux or a convective condition at the fixed face

D. Tarzia, Lucas D. Venturato, Mariela B. Cirelli, 2022, Mathematical Methods in the Applied Sciences.

A spatially inhomogeneous diffusion problem with strong absorption

D. Tarzia, R. Ricci, 2003 .

Asymptotic behavior of the solutions of the dead-core problem

D. Tarzia, R. Ricci, 1989 .

On the free boundary problem in the wen-langmuir shrinking core model for noncatalytic gas-solid reactions

D. Tarzia, L. T. Villa, 1989 .

Ariel L. Lombardi, D. Tarzia, 2001 .

Explicit solution for freezing of humid porous half-space with a heat flux condition

E. S. Marcus, D. Tarzia, 2000 .

A. Fasano, M. Primicerio, D. Tarzia, 1999 .

Determination of unknown coefficents of a semi-infinite material through a simple mushy zone model for the two-phase stefan problem

D. Tarzia, A. M. Gonzalez, 1996 .

Heat balance integral methods applied to the one-phase Stefan problem with a convective boundary condition at the fixed face

Domingo Alberto Tarzia, Julieta Bollati, José A. Semitiel, 2018, Appl. Math. Comput..

Global Solution to a Nonlinear Fractional Differential Equation for the Caputo-Fabrizio Derivative

D. Tarzia, S. Roscani, Lucas D. Venturato, 2018, 1809.02189.

D. Tarzia, A. Ceretani, 2017, Computational and Applied Mathematics.

D. Tarzia, A. Ceretani, 2016, 1609.04690.

Explicit Solutions for the Solomon-Wilson-Alexiades's Mushy Zone Model with Convective or Heat Flux Boundary Conditions

D. Tarzia, 2015, J. Appl. Math..

Relationship between Neumann solutions for two-phase Lame-Clapeyron-Stefan problems with convective and temperature boundary conditions

D. Tarzia, 2014, 1406.0552.

An Explicit Solution for a Two-Phase Unidimensional Stefan Problem with a Convective Boundary Condition at the Fixed Face ∗

D. Tarzia, 2004 .

BOUNDARY VALUE PROBLEMS IN HEAT CONDUCTION

D. Tarzia, DOMINGO A. TARZIA, LUIS T. VILLA, 2014 .

Explicit and Approximated Solutions for Heat and Mass Transfer Problems with a Moving Interface

D. Tarzia, 2011 .

Explicit solutions for a non-classical heat conduction problem for a semi-infinite strip with a non-uniform heat source

D. Tarzia, L. T. Villa, A. Ceretani, 2014, 1410.4183.

Explicit solution for a Stefan problem with variable latent heat and constant heat flux boundary conditions

Natalia N. Salva, Domingo A. Tarzia, D. Tarzia, 2011 .

Modeling water uptake by a root system growing in a fixed soil volume

D. Tarzia, J. C. Reginato, J. L. B. Albrieu, 2015, 1503.03331.

A Dynamic Modeling of the PH of Soils Around Roots of Plants

D. Tarzia, J. C. Reginato, Jorge L. Blengino, 2010 .

Convergence of the solution of the one-phase Stefan problem with respect two parameters

Adriana C. Briozzo, D. Tarzia, 2015 .

Convergence of the solution of the one-phase Stefan problem when the heat transfer coefficient goes to zero

Adriana C. Briozzo, D. Tarzia, 2012 .

Estimation of the occurance of the phase-change process in spherical coordinates

C. Turner, D. Tarzia, 1999 .

The one-phase supercooled Stefan problem with a convective boundary condition

C. Turner, D. Tarzia, 1997 .

The asymptotic behavior for the one-phase Stefan problem with a convective boundary condition

C. Turner, D. Tarzia, 1996 .

A note on the existence of a waiting time for a two-phase Stefan problem

C. Turner, D. Tarzia, 1992 .

An integral relationship for a fractional one-phase Stefan problem

D. Tarzia, S. Roscani, 2016, Fractional Calculus and Applied Analysis.

A Stefan problem for a non-classical heat equation with a convective condition

Domingo Alberto Tarzia, Adriana C. Briozzo, D. Tarzia, 2001, Appl. Math. Comput..

Heat Transfer Process with Solid-solid Interface: Analytical and Numerical Solutions

Domingo A. Tarzia, Diana Rubio, Guillermo F. Umbricht, 2021, WSEAS TRANSACTIONS ON MATHEMATICS.

One-Phase Stefan-Like Problems with Latent Heat Depending on the Position and Velocity of the Free Boundary and with Neumann or Robin Boundary Conditions at the Fixed Face

D. Tarzia, J. Bollati, 2018, Mathematical Problems in Engineering.

Global solution to a non-classical heat problem in the semi-space ℝ⁺×ℝⁿ⁻¹

D. Tarzia, M. Boukrouche, 2014 .

An initial-boundary value problem for the one-dimensional non-classical heat equation in a slab

D. Tarzia, L. T. Villa, N. Salva, 2011 .

THE STEFAN PROBLEM WITH TEMPERATURE-DEPENDENT THERMAL CONDUCTIVITY AND A CONVECTIVE TERM WITH A CONVECTIVE CONDITION AT THE FIXED FACE

M. F. Natale, Adriana C. Briozzo, D. Tarzia, 2010 .

On a Free-Moving Boundary Diffusion Problem in a Catalytic Gas-Solid System with Catalyst Decay

D. A. Tarzia, E. Bobula, K. Twardowska, 2000, SIAM J. Appl. Math..

Determination of unknown thermal coefficients for Storm’s-type materials through a phase-change process

Domingo A. Tarzia, M. F. Natale, Adriana C. Briozzo, 1999 .

Existence, Uniqueness and an Explicit Solution for a One-Phase Stefan Problem for a Non-classical Heat Equation

Adriana C. Briozzo, D. Tarzia, 2006 .

Optimal control of differential quasivariational inequalities with applications in contact mechanics

Mircea Sofonea, Domingo A. Tarzia, Julieta Bollati, 2020, 2009.04455.

Tykhonov well-posedness of a heat transfer problem with unilateral constraints

M. Sofonea, D. Tarzia, 2021, Applied Mathematics.

Distributed optimal control problems for a class of elliptic hemivariational inequalities with a parameter and its asymptotic behavior

Domingo A. Tarzia, Claudia M. Gariboldi, D. Tarzia, 2021, Communications in Nonlinear Science and Numerical Simulation.

Existence, Comparison, and Convergence Results for a Class of Elliptic Hemivariational Inequalities

Domingo A. Tarzia, Anna Ochal, Claudia M. Gariboldi, 2021, Applied Mathematics & Optimization.

Convergence of distributed optimal control problems governed by elliptic variational inequalities

Mahdi Boukrouche, Domingo Alberto Tarzia, D. Tarzia, 2012, Comput. Optim. Appl..

Tykhonov well-posedness of a heat transfer problem with unilateral constraints

Mircea Sofonea, Domingo A. Tarzia, M. Sofonea, 2021, Applications of Mathematics.

A heat conduction problem with sources depending on the average of the heat flux on the boundary

D. Tarzia, M. Boukrouche, 2019, Revista de la Unión Matemática Argentina.

A new elliptic mixed boundary value problem with (p,q)-Laplacian and Clarke subdifferential: Existence, comparison and convergence results

S. Migórski, D. Tarzia, Shengda Zeng, 2021, Analysis and Applications.

Finite Differences and Integral Balance Methods Applied to Nutrient Uptake by Roots of Crops

D. Tarzia, J. C. Reginato, M. A. Dzioba, 2006 .

Ariel L. Lombardi, Domingo A. Tarzia, D. Tarzia, 2001 .

Estimation Technique for a Contact Point Between two Materials in a Stationary Heat Transfer Problem

D. Tarzia, D. Rubio, G. F. Umbricht, 2020, Mathematical Modelling of Engineering Problems.

A sensitivity analysis for the determination of unknown thermal coefficients through a phase-change process with temperature-dependent thermal conductivity☆

D. Tarzia, N. Salva, 2011 .

Explicit solutions for a two-phase unidimensional Lamé–Clapeyron–Stefan problem with source terms in both phases

M. F. Natale, Adriana C. Briozzo, D. Tarzia, 2007 .

Estimation of a Thermal Conductivity in a Stationary Heat Transfer Problem with a Solid-Solid Interface

Domingo Alberto Tarzia, Guillermo Federico Umbricht, Diana Rubio, 2021, 2105.12817.

A Survey of the Spectral Gradient Method 1

M. F. Natale, M. C. Maciel, D. Tarzia, 2004 .

Explicit solutions to the one-phase Stefan problem with temperature-dependent thermal conductivity and a convective term

M. F. Natale, D. Tarzia, 2003 .

Existence, Uniqueness and Convergence of Simultaneous Distributed-Boundary Optimal Control Problems

D. Tarzia, C. Gariboldi, 2015, 1505.04154.

Analytical study of the effects of some soil and plant parameters on root growth due to absorption of one mobile ion: A free-boundary model

D. Tarzia, J. C. Reginato, M. A. Dzioba, 1993, Plant and Soil.

About the Convergence of a Family of Initial Boundary Value Problems for a Fractional Diffusion Equation with Robin Conditions

Domingo A. Tarzia, Isolda Cardoso, Sabrina D. Roscani, 2021, 2105.02122.

Explicit solutions to the two-phase Stefan problem for Storm-type materials

M. F. Natale, D. Tarzia, 2000 .

Numerical analysis of a family of simultaneous distributed-boundary mixed elliptic optimal control problems and their asymptotic behaviour through a commutative diagram and error estimates

D. Tarzia, C. Gariboldi, Carolina M. Bollo, 2023, Nonlinear Analysis: Real World Applications.

Explicit solutions for distributed, boundary and distributed-boundary elliptic optimal control problems

D. Tarzia, C. Gariboldi, Julieta Bollati, 2020, Journal of Applied Mathematics and Computing.

Double Convergence of a Family of Discrete Distributed Mixed Elliptic Optimal Control Problems with a Parameter

Domingo Alberto Tarzia, D. Tarzia, 2015, System Modelling and Optimization.

Neumann boundary optimal control problems governed by parabolic variational equalities

C. M. Bollo, C. M. Gariboldi, D. A. Tarzia, 2021, Control and Cybernetics.

An analytical solution for the coupled heat and mass transfer during the freezing of high-water content materials

M. C. Olguín, R. Mascheroni, V. Salvadori, 2008 .

Theory of Rational Futures-Style Option Pricing

D. Tarzia, Rodolfo Oviedo, 2009 .

Experimental-numerical determination of thermal coefficients through a phase-change process

D. Tarzia, M. A. Lara, Jorge C. Arderius, 1996 .

Determination of one or two unknown thermal coefficients of a semi-infinite material through a two-phase stefan problem

Domingo A. Tarzia, D. Tarzia, Mirta Beatriz Stampella, 1989 .

Analysis and use of cumulative nutrient uptake formulas in plant nutrition and the temporal-weight-averaged influx

D. Tarzia, J. C. Reginato, Jorge L. Blengino, 2017 .

An alternative formula to compute the nutrient uptake for roots

D. A. Tarzia, D. Tarzia, J. C. Reginato, 2002 .

Modeling nutrient uptake using a moving boundary approach Comparison with the barber‐cushman model

D. Tarzia, J. C. Reginato, M. Palumbo, 2000 .

A convergence criterion for elliptic variational inequalities

M. Sofonea, D. Tarzia, A. Ochal, 2023, Applicable Analysis.

Convergence Results for History-Dependent Variational Inequalities

D. Tarzia, M. Sofonea, 2024, Axioms.

D. Tarzia, S. Roscani, L. Venturato, 2020, Fractional Calculus and Applied Analysis.

Explicit solutions to fractional Stefan-like problems for Caputo and Riemann-Liouville derivatives

D. Tarzia, S. Roscani, N. Caruso, 2020, Commun. Nonlinear Sci. Numer. Simul..

ON THE FREE BOUNDARY PROBLEM FOR THE MICHAELIS‐MENTEN ABSORPTION MODEL FOR ROOT GROWTH

D. Tarzia, A. Cantero, 1990 .