Luo, Z. H., Guo, B. -Z., and Morgul, O., 1999, "*Stability and Stabilization of Infinite Dimensional Systems With Applications*", Springer, New York.

Canbolat, H., Dawson, D., and Nagarkatti, S., 1997, “Boundary Control of a Flexible Cable With Actuator Dynamics,” Proceedings of the American Control Conference , pp. 3547–3551.

Canbolat, H., Dawson, D., Rahn, C., and Vedagarbha, P., 1997, “Boundary Control of a Cantilevered Flexible Beam With Point-Mass Dynamics at the Free End,” Proceedings of the ASME Adaptive Structures Forum , pp. 1589–1598.

de Queiroz, M. S., Dawson, D. M., Nagarkatti, S. P., and Zhang, F., 2000, "*Lyapunov-Based Control of Mechanical Systems*", Birkhauser, Boston, MA.

Zhang, F., Dawson, D. M., de Quieroz, M. S., and Vedagarbha, P., 1997, “Boundary Control of the Timoshenko Beam With Free-End Mass/Inertia,” IEEE Conference on Decision and Control .

de Queiroz, M. S., and Rahn, C. D., 2002, “Boundary Control and Noise in Distributed Parameter Systems: An Overview,” Mech. Syst. Signal Process., 16 , pp. 19–38.

Spector, V. A., and Flasher, H., 1990, “Modeling and Design Implications of Non-Collocated Control in Flexible Systems,” ASME J. Dyn. Syst., Meas., Control

[CrossRef], 112 , pp. 186–193.

Udwadia, F. E., 1991, “Noncollocated Point Control of Nondispersive Distributed-Parameter Systems Using Time Delays,” Appl. Math. Comput.

[CrossRef], 42 , pp. 23–63.

Udwadia, F. E., 2005, “Boundary Control, Quiet Boundaries, Super-Stability and Super-Instability,” Appl. Math. Comput.

[CrossRef], 164 , pp. 327–349.

Yang, B., and Mote, C. D., 1992, “On Time Delay in Non-Collocated Control of Flexible Mechanical Systems,” ASME J. Dyn. Syst., Meas., Control

[CrossRef], 114 , pp. 409–415.

Aoustin, Y., Fliess, M., Mounier, H., Rouchon, P., and Rudolph, J., 1997, “Theory and Practice in the Motion Planning and Control of a Flexible Robot Arm Using Mikusiński Operators,” Symposium on Robot Control, SYROCO97 , Vol. 2 , pp. 287–294.

Fliess, M., Mounier, H., Rouchon, P., and Rudolph, J., 1995, “Controllability and Motion Planning for Linear Delay Systems With an Application to a Flexible Rod,” Proceedings of the 34th IEEE Conference on Decision and Control , pp. 2046–2051.

Mounier, H., Rudolph, J., Fliess, M., and Rouchon, P., 1998, “Tracking Control of a Vibrating String With an Interior Mass Viewed as a Delay System,” ESAIM: COCV, 3 , pp. 315–321.

Murray, R. M., 1996, “Trajectory Generation for a Towed Cable System Using Differential Flatness,” IFAC World Congress .

Petit, N., and Rouchon, P., 2001, “Flatness of Heavy Chain Systems,” SIAM J. Control Optim.

[CrossRef], 40 , pp. 475–495.

Rouchon, P., 2001, “Motion Planning, Equivalence, Infinite Dimensional Systems,” Int. J. Appl. Math Comput. Sci., 11 (1), pp. 165–188.

Krstic, M., Guo, B. -Z., Balogh, A., and Smyshlyaev, A., 2008, “Control of a Tip-Force Destabilized Shear Beam by Observer-Based Boundary Feedback,” SIAM J. Control Optim.,

[CrossRef]47 , pp. 553–574

Krstic, M., and Balogh, A., 2006. “Backstepping Boundary Controller and Observer for the Undamped Shear Beam,” 17th International Symposium on Mathematical Theory of Networks and Systems .

Krstic, M., Siranosian, A. A., and Smyshlyaev, A., 2006, “Backstepping Boundary Controllers and Observers for the Slender Timoshenko Beam: Part I—Design,” Proceedings of the American Control Conference .

Krstic, M., Siranosian, A. A., Smyshlyaev, A., and Bement, M., 2006, “Backstepping Boundary Controllers and Observers for the Slender Timoshenko Beam: Part II—Stability and Simulations,” Proceedings of the IEEE Conference on Decision and Control .

Dubois, F., Petit, N., and Rouchon, P., 1999, “Motion Planning and Nonlinear Simulations for a Tank Containing Fluid,” Proceedings of the Fifth European Control Conference .

Fliess, M., Mounier, H., Rouchon, P., and Rudolph, J., 1998, “A Distributed Parameter Approach to the Control of a Tubular Reactor: A Multi-Variable Case,” Proceedings of the 37th IEEE Conference on Decision and Control , pp. 439–442.

Laroche, B., Martin, P., and Rouchon, P., 1998, “Motion Planning for a Class of Partial Differential Equations With Boundary Control,” Proceedings of the 37th IEEE Conference on Decision and Control .

Krstic, M., Guo, B. -Z., Balogh, A., and Smyshlyaev, A., 2008, “Output-Feedback Stabilization of an Unstable Wave Equation,” Automatica, 44 , pp. 63–74.

Krstic, M., Siranosian, A. A., Balogh, A., and Guo, B. -Z., 2007, “Control of Strings and Flexible Beams by Backstepping Boundary Control,” Proceedings of the American Control Conference .

Han, S. M., Benaroya, H., and Wei, T., 1999, “Dynamics of Transversely Vibrating Beams Using Four Engineering Theories,” J. Sound Vib.

[CrossRef], 225 , pp. 935–988.

Zhao, H. L., Liu, K. S., and Zhang, C. G., 2004, “Stability for the Timoshenko Beam System With Local Kelvin-Voigt Damping,” Acta Math. Sin. English Ser., 21 (3), pp. 655–666.

Taylor, S. W., and Yau, S. C. B., 2003, “Boundary Control of a Rotating Timoshenko Beam,” ANZIAM J., 44 , pp. E143–E184.