Gonzalez-granada, Jose Rodrigo  |  Investigador

documento

• A Two-Point Boundary Value Problem by Using a Mixed Finite Element Method
• A note on the dynamics of an HIV infection model using Padé approximants
• A shape derivative for optimal control of the nonlinear Brinkman–Forchheimer equation
• An iterative method for solving cubic nonlinear Schrodinger equation
• An iterative method for solving delay differential equations applied to biological models
• Analysis for the reconstruction of attractors by reconstruction of phase spaces using delay times
• Analysis of a strange attractor of the laser type by means of the Maxwell-Bloch equations using the Lorentz equations
• Analysis of the dynamics of a switched circuit from the bifurcation theory
• Approximate analytical solutions for the Black-Scholes equation by homotopy perturbation method
• Control by second order sliding modes for a double-fed induction generator for a wind turbine
• Design of a control with multiple inputs multiple outputs by decoupling
• Electric vehicle routing problem optimal solution
• Entropy method for generalized Poisson–Nernst–Planck equations
• From Black-Scholes to Hamilton-Jacobi
• IMPACT ON PEDAGOGICAL KNOWLEDGE WHEN MATHEMATICS TEACHERS UTILIZE ICT IN INSTRUCTION
• Las wavelets en el análisis de ECG
• Non-linear control over a continuous current to continuous current power converter using exact linearization
• Non-linear controller for Boost converter via extended linearization
• OSTERING RANDOM THINKING SKILLS IN FIFTH-GRADE STUDENTS THROUGH CREATIVE PROBLEM-SOLVING
• On numerical simulation of the Black-Scholes model using the non-linear Adomian method
• On the coercive functions and minimizers
• Periodic orbits in dynamic systems with Wien Bridge
• Power Losses Reduction in Three-Phase Unbalanced Distribution Networks Using a Convex Optimization Model in the Complex Domain
• Study of internal oscillations in a dynamic system through an external signal implemented in circadian rhythms
• Time series and stochastic differential equations as a tool to model the volatility of an asset
• VARIATIONAL THINKING AND ALGEBRAIC SYSTEMS IN 11TH GRADE