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19 results on '"Palacios, Saul"'

2. Controlled Diffusion Processes

Author

Hernández-Lerma, Onésimo, Laura-Guarachi, Leonardo R., Mendoza-Palacios, Saul, González-Sánchez, David, Bloch, Anthony, Editor-in-Chief, Epstein, Charles L., Editor-in-Chief, Goriely, Alain, Editor-in-Chief, Greengard, Leslie, Editor-in-Chief, Bell, J., Series Editor, Kohn, R., Series Editor, Newton, P., Series Editor, Peskin, C., Series Editor, Pego, R., Series Editor, Ryzhik, L., Series Editor, Singer, A., Series Editor, Stevens, A, Series Editor, Stuart, A., Series Editor, Witelski, T., Series Editor, Wright, S., Series Editor, Hernández-Lerma, Onésimo, Laura-Guarachi, Leonardo R., Mendoza-Palacios, Saul, and González-Sánchez, David

Published
2023
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3. Continuous–Time Markov Control Processes Markov control process continuous–time Optimal control problem (OCP) continuous–time

Author

Hernández-Lerma, Onésimo, Laura-Guarachi, Leonardo R., Mendoza-Palacios, Saul, González-Sánchez, David, Bloch, Anthony, Editor-in-Chief, Epstein, Charles L., Editor-in-Chief, Goriely, Alain, Editor-in-Chief, Greengard, Leslie, Editor-in-Chief, Bell, J., Series Editor, Kohn, R., Series Editor, Newton, P., Series Editor, Peskin, C., Series Editor, Pego, R., Series Editor, Ryzhik, L., Series Editor, Singer, A., Series Editor, Stevens, A, Series Editor, Stuart, A., Series Editor, Witelski, T., Series Editor, Wright, S., Series Editor, Hernández-Lerma, Onésimo, Laura-Guarachi, Leonardo R., Mendoza-Palacios, Saul, and González-Sánchez, David

Published
2023
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4. Discrete–Time Deterministic Systems

Author

Hernández-Lerma, Onésimo, Laura-Guarachi, Leonardo R., Mendoza-Palacios, Saul, González-Sánchez, David, Bloch, Anthony, Editor-in-Chief, Epstein, Charles L., Editor-in-Chief, Goriely, Alain, Editor-in-Chief, Greengard, Leslie, Editor-in-Chief, Bell, J., Series Editor, Kohn, R., Series Editor, Newton, P., Series Editor, Peskin, C., Series Editor, Pego, R., Series Editor, Ryzhik, L., Series Editor, Singer, A., Series Editor, Stevens, A, Series Editor, Stuart, A., Series Editor, Witelski, T., Series Editor, Wright, S., Series Editor, Hernández-Lerma, Onésimo, Laura-Guarachi, Leonardo R., Mendoza-Palacios, Saul, and González-Sánchez, David

Published
2023
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5. Introduction: Optimal Control Problems

Author

Hernández-Lerma, Onésimo, Laura-Guarachi, Leonardo R., Mendoza-Palacios, Saul, González-Sánchez, David, Bloch, Anthony, Editor-in-Chief, Epstein, Charles L., Editor-in-Chief, Goriely, Alain, Editor-in-Chief, Greengard, Leslie, Editor-in-Chief, Bell, J., Series Editor, Kohn, R., Series Editor, Newton, P., Series Editor, Peskin, C., Series Editor, Pego, R., Series Editor, Ryzhik, L., Series Editor, Singer, A., Series Editor, Stevens, A, Series Editor, Stuart, A., Series Editor, Witelski, T., Series Editor, Wright, S., Series Editor, Hernández-Lerma, Onésimo, Laura-Guarachi, Leonardo R., Mendoza-Palacios, Saul, and González-Sánchez, David

Published
2023
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6. Discrete–Time Stochastic Control Systems

Author

Hernández-Lerma, Onésimo, Laura-Guarachi, Leonardo R., Mendoza-Palacios, Saul, González-Sánchez, David, Bloch, Anthony, Editor-in-Chief, Epstein, Charles L., Editor-in-Chief, Goriely, Alain, Editor-in-Chief, Greengard, Leslie, Editor-in-Chief, Bell, J., Series Editor, Kohn, R., Series Editor, Newton, P., Series Editor, Peskin, C., Series Editor, Pego, R., Series Editor, Ryzhik, L., Series Editor, Singer, A., Series Editor, Stevens, A, Series Editor, Stuart, A., Series Editor, Witelski, T., Series Editor, Wright, S., Series Editor, Hernández-Lerma, Onésimo, Laura-Guarachi, Leonardo R., Mendoza-Palacios, Saul, and González-Sánchez, David

Published
2023
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7. Continuous–Time Deterministic Systems

Author

Hernández-Lerma, Onésimo, Laura-Guarachi, Leonardo R., Mendoza-Palacios, Saul, González-Sánchez, David, Bloch, Anthony, Editor-in-Chief, Epstein, Charles L., Editor-in-Chief, Goriely, Alain, Editor-in-Chief, Greengard, Leslie, Editor-in-Chief, Bell, J., Series Editor, Kohn, R., Series Editor, Newton, P., Series Editor, Peskin, C., Series Editor, Pego, R., Series Editor, Ryzhik, L., Series Editor, Singer, A., Series Editor, Stevens, A, Series Editor, Stuart, A., Series Editor, Witelski, T., Series Editor, Wright, S., Series Editor, Hernández-Lerma, Onésimo, Laura-Guarachi, Leonardo R., Mendoza-Palacios, Saul, and González-Sánchez, David

Published
2023
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12. Spatial Dispersion of Activation and Repolarization Times Associated with Different Cardiac Pacing Modes

Author

Palacios, Saul, Smisek, Radovan, Curila, Karol, Nguyen, Uyen, Prinzen, Frits W., Halamek, Josef, Plesinger, Filip, Jurak, Pavel, Martinez, Juan Pablo, Pueyo, Esther, Palacios, Saul, Smisek, Radovan, Curila, Karol, Nguyen, Uyen, Prinzen, Frits W., Halamek, Josef, Plesinger, Filip, Jurak, Pavel, Martinez, Juan Pablo, and Pueyo, Esther

Abstract

Various modes of ventricular pacing are currently applied to patients with an indication for permanent pacemaker implantation. The so-called physiological pacing modes, like His bundle pacing (HBP) and left bundle branch pacing (LBBP), stimulate the cardiac conduction system to induce efficient physiological activation. Other techniques, such as left ventricular septal pacing (LVSP) and right ventricular septal and apical pacing (RVSP and RVAP), stimulate the ventricular septum or right ventricular apex. 695 ultra-high-frequency electrocardiograms (UHF-ECG)from 176 patients with narrow QRS and pacemaker indication were analyzed to characterize their activation (AT) and repolarization (RT) time. AT and RT were grouped into three regions (R1: leads V1-V2; R2: V3-V4; R3: V5-V6). Overall, selective HBP (sHBP), non-selective LBBP (nsLBBP) and LVSP recordings had the closest AT and RT values to spontaneous rhythm recordings. For AT, the mean R1-R2 and R3-R2 differences with respect to spontaneous rhythm were, in absolute value, below 3, 16 and 10 ms for sHBP, nsLBBP and LVSP, respectively. For RT, the corresponding mean differences were below 11, 34 and 24 ms for sHBP, nsLBBP and LVSP. In conclusion, HBP, LBBP and LVSP render the closest ventricular AT and RT to the spontaneous rhythm in patients with physiological conduction (narrow QRS).

Published
2023

17. ON THE SOLUTION OF THE POPULATION BALANCE EQUATION FOR THE SUGAR CANE BATCH CRYSTALLIZATION USING SMOM AND FINITE DIFFERENCES COUPLED WITH A MECHANISTIC KINETIC APPROACH.

Author

Sánchez Sánchez, Kelvyn Baruc, Bolaños Reynoso, Eusebio, Luna Solano, Guadalupe, Cabrera Palacios, Saul Alejandro, and Aguilar Donis, Hector Alfredo

Subjects
SUGARCANE, CRYSTAL growth, NUCLEATION, MATHEMATICAL models, AVOGADRO constant
Abstract

This work presents a comparative study of two widely used methodologies: a) the standard method of moments (MOM) and b) the method of lines (finite differences), for the solution of the population balance equation (PBE) in the sugar cane batch crystallization and to analyze the predictive capacities of both modelling schemes. A mechanistic model is used for an accurate prediction of nucleation and crystal growth rate. The mathematical model was programmed and solved in JuliaLang 0.5.0 and the high precision Verner 9/8 Runge-Kutta method. Finally, experimental data for crystal size distribution (CSD) and formed crystal mass (FCM) coming from a sugar cane pilot-scale plant batch crystallization are incorporated to validate the results from simulation. [ABSTRACT FROM AUTHOR]

Published
2017

18. DETERMINACIÓN DE LA AMPLITUD DE LA ZONA METAESTABLE EN LA CRISTALIZACIÓN DE AZÚCAR DE CAÑA EMPLEANDO MODELOS MECANÍSTICOS.

Author

Bolaños-Reynoso, Eusebio, Alejandro Cabrera-Palacios, Saul, Rafael Urrea-García, Galo, Sánchez -Sánchez, Kelvyn Baruc, and Cervantes-Flores, Aldo

Abstract

Copyright of Congreso Internacional de Investigación Academia Journals is the property of PDHTech, LLC and its content may not be copied or emailed to multiple sites or posted to a listserv without the copyright holder's express written permission. However, users may print, download, or email articles for individual use. This abstract may be abridged. No warranty is given about the accuracy of the copy. Users should refer to the original published version of the material for the full abstract. (Copyright applies to all Abstracts.)

Published
2017

19. STABILITY OF THE REPLICATOR DYNAMICS FOR GAMES IN METRIC SPACES.

Author

MENDOZA-PALACIOS, SAUL and HERNÁNDEZ-LERMA, ONÉSIMO

Subjects
METRIC spaces, SYMMETRIC games, NASH equilibrium, TOPOLOGY, GAME theory
Abstract

In this paper we study the stability of the replicator dynamics for symmetric games when the strategy set is a separable metric space. In this case the replicator dynamics evolves in a space of measures. We study stability criteria with respect to different topologies and metrics on the space of probability measures. This allows us to establish relations among Nash equilibria (of a certain normal form game) and the stability of the replicator dynamics in different metrics. Some examples illustrate our results. [ABSTRACT FROM AUTHOR]

Published
2017
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