J.F. Bitó - Concepedia

Author

J.F. Bitó

Obuda University

Also Known As

Bitó, J. F., J F Bito, J. Bito, J. F. Bito, J. F. Bitó, J.F. Bito, J.F. Bitó, Janos F Bito, Janos F. Bito, Jnos Bit

107

Publications

624

Citations

H-Index

Concepts

All Affiliations

Obuda University Polytechnic Institute of Porto Poznań University of Technology

About

J.F. Bitó is an author at Obuda University specializing in engineering, mechanical systems, and systems engineering.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	8	8	166
2	Business	3	3	63
3	Education	1	1	18
4	Industrial Engineering	1	1	26
5	Mechanical Engineering	1	1	13

J.F. Bitó

Publications

403

Citations

H-Index

Page 1

	Year	Citations
Robust fixed point transformations in adaptive control using local basin of attraction József K. Tar, J.F. Bitó, László Nádai, Portuguese National Funding Agency for Science, Research and Technology (RCAAP Project by FCT)	2009	132
Replacement of Lyapunov's direct method in Model Reference Adaptive Control with Robust Fixed Point Transformations József K. Tar, J.F. Bitó, Imre J. Rudas	2010	61
Possible adaptive control by tangent hyperbolic fixed point transformations used for controlling the -<sup>6</sup>-type van der pol oscillator József K. Tar, J.F. Bitó, Imre J. Rudas, Nonlinear ControlAdaptive Nonlinear ControlPossible Adaptive ControlResponse FunctionFixed Points	2008	33
Group theoretical approach in using canonical transformations and symplectic geometry in the control of approximately modelled mechanical systems interacting with an unmodelled environment József K. Tar, Imre J. Rudas, J.F. Bitó Robotica Robot KinematicsEngineeringHamiltonian FormulationClassical SystemDynamic Control	1997	30
Intelligent computing for the management of changes in industrial engineering modeling processes László Horváth, Imre J. Rudas, J.F. Bitó, EngineeringIndustrial EngineeringSoftware EngineeringIntelligent SystemsAutomated Manufacturing	2006	26
Chaos formation and reduction in robust fixed point transformations based adaptive control Krisztián Kósi, Szabolcs Hajdú, J.F. Bitó,	2012	20
A quaternion representation of the Lorentz group for classical physical applications I. Abonyi, J.F. Bitó, József K. Tar Journal of Physics A Mathematical and General Lie GroupEngineeringGeometryEducationGeometric Relativity	1991	18
On the robustness of the slotine-Li and the FPT/SVD-based adaptive controllers József K. Tar, Imre J. Rudas, Gy. Hermann, The Scientific Repository of the Polytechnic Institute of Porto (Polytechnic Institute of Porto) EngineeringRobust ControlDynamic FrictionStabilitySystems Engineering	2022	18
Matrix inversion-free quasi-differential approach in solving the inverse kinematic task Bertalan Csanádi, József K. Tar, J.F. Bitó Numerical AnalysisRobot KinematicsEngineeringField RoboticsAdvanced Motion Control	2016	16
A novel approach to the Model Reference Adaptive Control of MIMO systems József K. Tar, Imre J. Rudas, J.F. Bitó,	2010	13

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