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Publications by Diego A. Souza
A Mixed Formulation for the Direct Approximation of L 2-Weighted Controls for the Linear Heat Equation
Advances in Computational Mathematics
Computational Mathematics
Applied Mathematics
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A Direct Discrete Formulation for the Wave Equation
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An Approximation Theorem of Runge Type for the Heat Equation
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A Mixed Integer Linear Programming Formulation for the Vehicle Routing Problem With Backhauls
International Journal of Industrial Engineering Computations
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Mixed Problem With a Weighted Integral Condition for a Parabolic Equation With the Bessel Operator
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A Stochastic Mixed Integer Linear Programming Formulation for the Balancing Energy Activation Problem Under Uncertainty
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Approximation of the Dynamics of Heat Exchangers by the Weighted Residuals Method
Transactions of the Society of Instrument and Control Engineers
Finite Larmor Radius Approximation for Collisional Magnetic Confinement. Part I: The Linear Boltzmann Equation
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Analysis of the Nine-Point Finite Difference Approximation for the Heat Conduction Equation in a Nuclear Fuel Element
