Chaos control methods

Andrievskiy B.R., Fradkov A.L. (2009). Adaptivnaya sinkhronizatsiya nelineynyh sistem odnogo klassa pri ogranichennoy propusknoy sposobnosti kanala svyazi [Adaptive synchronization of nonlinear systems of the same class with limited bandwidth]. Large-Scale Systems Control. (25). 48-83. (in Russian).
Anshin V.M., Demkin I.V., Nikonov I.M., Tsarkov I.N. (2008). Modeli upravleniya portfelem proektov v usloviyakh neopredelennosti [Models of project portfolio management under uncertainty] M.: MATI. (in Russian).
Aslanov V.S., Yudintsev V.V. (2014). Dynamics and Chaos Control of Asymmetric Gyrostat Satellites Cosmic research. 52 (3). 216-228.
Aycan Z., Kanungo R.N., Mendonca M., Yu K., Deller J., Stahl G., Khursid A. (2000). Impact of culture on human resource management practices: A ten-country comparison Applied Psychology: An International Review. (49(1)). 191-220.
Baym M., Hubler A. (2006). Conserved Quantities and Adaptation to the Edge of Chaos Physical review e. 73 (5-2). doi: 10.1103/PhysRevE.73.056210.
Besner C. Hobbs Besner C., Hobbs B. (2006). The perceived value and potential contribution of project management practices to project success Project Management Journal. (37(3)). 37-48.
Bryde D.J. (2003). Project management, concepts, methods and applications International Journal of Operations and Production Management. (23(7)). 775-793. doi: 10.1108/01443570310481559.
Carstens, D.S.,Richardson, G.L., Smith, R.B. (2013). Project management tools & techniques New York: CRC Press, Taylor & Francis Group.
Cooke-Davies T. (2002). The “real” success factors on projects International Journal of Project Management. (20). 185-190.
Dadras S., Momeni H.R., Majd V.J. (2009). Sliding Mode Control for Uncertain New Chaotic Dynamical System Chaos Solitons Fractals. 41 (4). 1857-1862.
Danca M.-F. (2012). Ogy Method for a Class of Discontinuous Dynamical Systems Nonlinear Dyn. 70 (2). 1523-1534.
Das S., Halder U., Maity D. (2012). Chaotic Dynamics in Social Foraging Swarms-an Analysis IEEE Transactions on Systems, Man and Cybernetics Part B: Cybernetics. 42 (4). 1288-1293.
Efimov D.V. (2005). Адаптивное управление бифуркационными режимами в неавтономных нелинейных системах Автоматика и телемеханика. 66 (5). 97-108.
Farzana Asad Mir, Ashly H. Plinnington (2013). Exploring the value of project management: Linking Project Management Performance and Project Success International Journal of Project Management. 32 202-217.
Feki M., El Aroudi A., Robert B.G.M., Martinez-Salamero L. (2011). Optimizing the Dynamics of a Two-Cell Dc-Dc Buck Converter by Time Delayed Feedback Control Communications in nonlinear science and numerical simulation. 16 (11). 4349-4364. doi: 10.1016/j.cnsns.2011.02.014.
Fortune, J., White, D., Jugdev, K., Walker, D. (2011). Looking again at current practice in project management International Journal of Project Management. (4(4)). 553-572.
Franco D., Hilker F.M. (2014). Stabilizing Populations With Adaptive Limiters: Prospects and Fallacies SIAM Journal on Applied Dynamical Systems. 13 (1). 447-465.
Frank Cervone (2011). Understanding agile project management methods using Scrum OCLC Systems & Services. 27 (1). 18-22.
Krasnoschechenko V.I. (2015). Stabilizatsiya neustoychivogo predelnogo tsikla releynoy khaoticheskoy sistemy [Stabilization of an unstable limit cycle of a relay chaotic system]. Matematicheskoe modelirovanie i chislennye metody. (2(6)). 87-104. (in Russian).
Le L.B., Konishi K., Hara N. (2012). Design and experimental verification of multiple delay feedback control for time-delay nonlinear oscillators Nonlinear dynamics. 67 (2). 1407-1418. doi: 10.1007/s11071-011-0077-4.
Li W., Miao J., Liu Zh. (2010). Synchronization of Uncertain Chaotic Systems Using Dynamical Compensator Chinese Control and Decision Conference. (1-5). 2063-2066.
Merat K., Salarieh H., Alasty A. (2009). Implementation of Dynamic Programming for Chaos Control in Discrete Systems J. Comput. Appl. Math. 233 (2). 531-544.
Mingaleev G.F., Uraev, N.N. (2014). Perfection of the production process for the manufacture of products at JSC “Elekton Factory” Searching for effective solutions in the process of creating and implementing scientific developments in the Russian aviation and rocket and space industry. 630-633.
Moreno Verdulla J.F., Lopez Sanchez M.J., Prian Rodriguez M. (2011). Chaotic Systems Control Based on Variable Event Condition Adjusted to Process Dynamics Rev. Iberoam. Autom. Inform. Ind. 8 (3). 159-166.
Mushage B.O., Chedjou J.Ch., Kyamakya K. (2016). An Extended Neuro-Fuzzy-Based Robust Adaptive Sliding Mode Controller For Linearizable Systems and Its Application on a New Chaotic System Nonlinear Dyn. 83 (3). 1601-1619.
Musielak Z.E., Musielak D.E. (2009). High-Dimensional Chaos in Dissipative and Driven Dynamical Systems International journal of bifurcation and chaos in applied sciences and engineering. 19 (9). 2823-2869. doi: 10.1142/S0218127409024517.
Nyuell M.V. (2008). Upravlenie proektami dlya professionalov. Rukovodstvo po podgotovke k sdache sertifikatsionnogo ekzamena [Project management for professionals. Preparation guide for the certification exam] SPb.: KUDITs-Obraz. (in Russian).
Polyak B.T. (2005). Стабилизация хаоса с помощью прогнозирующего управления Автоматика и телемеханика. (11). 99-112.
Rassel D. Archibald (2004). Upravlenie vysokotekhnologichnymi programmami i proektami = Managing High Technology Programs and Projects [High-tech program and project management = Managing High Technology Programs and Projects] M.: Akademiya Ay-ti. (in Russian).
Razminia A., Sadrnia M.-A. (2007). Chua's Circuit Regulation Using a Nonlinear Adaptive Feedback Technique Proceedings of World Academy of Science, Engineering and Technology. 25 497-501.
Rodriguez A., De Leon J., Femat R., Hernandez-Rosales C. (2009). A Dynamic Parameter Estimator to Control Chaos with Distinct Feedback Schemes Communications in nonlinear science and numerical simulation. 14 (12). 4280-4291. doi: 10.1016/j.cnsns.2009.03.007.
Rodriguez A., de Leon J., Femat R. (2007). Chaos Suppression Based on Adaptive Observer for a P-Class of Chaotic Systems Chaos Solitons Fractals. 32 (4). 1345-1356.
Ryashko L.B. (2007). Стабилизация стохастически возмущенных нелинейных колебаний Автоматика и телемеханика. (10). 155-165.
Sharif M.A., Borjkhani M., Ghafary B. (2014). Temporal Modulation Instability, Transition To Chaos in Non-Feedback Biased Photorefractive Media Optics communications. 319 17-24. doi: 10.1016/j.optcom.2013.12.064.
Solis-Daun J. (2013). Global Clf Stabilization of Systems with Point-Dissipative Free Dynamics via Admissible Controls: Chaos Control of a Chua's System Int. J. Bifurcation Chaos. 23
Talasman S., Ignat M. (2004). Controlling the Dynamics of a Self-Organized Structure Using a Rf-Field Physics letters a. 323 (1-2). 95-104. doi: 10.1016/j.physleta.2004.01.012.
Tung S., Mishra A., Dey S. (2014). A Comparison of Six Methods For Stabilizing Population Dynamic Journal of theoretical biology. 356 163-173. doi: 10.1016/j.jtbi.2014.04.036.
Tung S., Mishra A., Dey S. (2016). Stabilizing the Dynamics of Laboratory Populations of Drosophila Melanogaster Through Upper and Lower Limiter Controls Ecological complexity. 25 18-25. doi: 10.1016/j.ecocom.2015.11.003.
Vorotnikov V.I. (2005). Частичная устойчивость и управление: состояние проблемы и перспективы развития Автоматика и телемеханика. (4). 3-59.
Westerveld E. (2003). The Project Excellence Model: linking success criteria and critical success factors International Journal of Project Management. (21). 411-418.
Xue-mei X., Guang Y., Chuang L. (2010). Software development projects IRSE buffer settings and simulation based on critical chain Journal of China Universities of Posts and Telecommunications. (17). 100-106.