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Results:
1-22
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Results: 22
Authors:
Eller, M
Lasiecka, I
Triggiani, R
Citation: M. Eller et al., Exact/approximate controllability of thermoelastic plates with variable thermal coefficients, DISCR C D S, 7(2), 2001, pp. 283-302
Authors:
Avalos, G
Lasiecka, I
Rebarber, R
Citation: G. Avalos et al., Well-posedness of a structural acoustics control model with point observation of the pressure, J DIFF EQUA, 173(1), 2001, pp. 40-78
Authors:
Lasiecka, I
Lebiedzik, C
Citation: I. Lasiecka et C. Lebiedzik, Boundary stabilizability of nonlinear structural acoustic models with thermal effects on the interface, CR AC S IIB, 328(2), 2000, pp. 187-192
Authors:
Lasiecka, I
Marchand, R
Citation: I. Lasiecka et R. Marchand, Optimal error estimates for FEM approximations of dynamic nonlinear shallow shells, ESAIM-M MOD, 34(1), 2000, pp. 63-84
Authors:
Avalos, G
Lasiecka, I
Citation: G. Avalos et I. Lasiecka, Boundary controllability of thermoelastic plates via the free boundary conditions, SIAM J CON, 38(2), 2000, pp. 337-383
Authors:
Barbu, V
Lasiecka, I
Triggiani, R
Citation: V. Barbu et al., Extended algebraic Riccati equations in the abstract hyperbolic case, NONLIN ANAL, 40(1-8), 2000, pp. 105-129
Uniform stabilization of the quasi-linear Kirchhoff wave equation with a nonlinear boundary feedback
Authors:
Lasiecka, I
Citation: I. Lasiecka, Uniform stabilization of the quasi-linear Kirchhoff wave equation with a nonlinear boundary feedback, CONTROL CYB, 29(1), 2000, pp. 179-197
Authors:
Avalos, G
Lasiecka, I
Citation: G. Avalos et I. Lasiecka, Exact-approximate boundary reachability of thermoelastic plates under variable thermal coupling, INVERSE PR, 16(4), 2000, pp. 979-996
Authors:
Hansen, SW
Lasiecka, I
Citation: Sw. Hansen et I. Lasiecka, Analyticity, hyperbolicity and uniform stability of semigroups arising in models of composite beams, MATH MOD M, 10(4), 2000, pp. 555-580
Authors:
Lasiecka, I
Lebiedzik, C
Citation: I. Lasiecka et C. Lebiedzik, Decay rates of interactive hyperbolic-parabolic PDE models with thermal effects on the interface, APPL MATH O, 42(2), 2000, pp. 127-167
Authors:
Lasiecka, I
Triggiani, R
Citation: I. Lasiecka et R. Triggiani, Sharp regularity theory for elastic and thermoelastic Kirchoff equations with free boundary conditions, R MT J MATH, 30(3), 2000, pp. 981-1024
Authors:
Eller, M
Lasiecka, I
Triggiani, R
Citation: M. Eller et al., Simultaneous exact/approximate boundary controllability of thermo-elastic plates with variable thermal coefficient and moment control, J MATH ANAL, 251(2), 2000, pp. 452-478
Authors:
Benabdallah, A
Lasiecka, I
Citation: A. Benabdallah et I. Lasiecka, Exponential decay rates for a full von Karman system of dynamic thermoelasticity, J DIFF EQUA, 160(1), 2000, pp. 51-93
Authors:
Avalos, G
Lasiecka, I
Rebarber, R
Citation: G. Avalos et al., Uniform decay properties of a model in structural acoustics, J MATH P A, 79(10), 2000, pp. 1057-1072
Authors:
Avalos, G
Lasiecka, I
Rebarber, R
Citation: G. Avalos et al., Lack of time-delay robustness for stabilization of a structural acoustics model, SIAM J CON, 37(5), 1999, pp. 1394-1418
Authors:
Lasiecka, I
Citation: I. Lasiecka, Uniform decay rates for full von Karman system of dynamic thermoelasticitywith free boundary conditions and partial boundary dissipation, COMM PART D, 24(9-10), 1999, pp. 1801-1847
Authors:
Lasiecka, I
Ong, J
Citation: I. Lasiecka et J. Ong, Global solvability and uniform decays of solutions to quasilinear equationwith nonlinear boundary dissipation, COMM PART D, 24(11-12), 1999, pp. 2069-2107
Uniform stability in structural acoustic systems with thermal effects and nonlinear boundary damping
Authors:
Lasiecka, I
Lebiedzik, C
Citation: I. Lasiecka et C. Lebiedzik, Uniform stability in structural acoustic systems with thermal effects and nonlinear boundary damping, CONTROL CYB, 28(3), 1999, pp. 557-581
Authors:
Lasiecka, I
Triggiani, R
Yao, PF
Citation: I. Lasiecka et al., Inverse/observability estimates for second-order hyperbolic equations withvariable coefficients, J MATH ANAL, 235(1), 1999, pp. 13-57
Authors:
Ji, GC
Lasiecka, I
Citation: Gc. Ji et I. Lasiecka, Nonlinear boundary feedback stabilization for a semilinear Kirchhoff platewith dissipation acting only via moments-limiting behavior, J MATH ANAL, 229(2), 1999, pp. 452-479
Authors:
Lasiecka, I
Citation: I. Lasiecka, Boundary stabilization of a 3-dimensional structural acoustic model, J MATH P A, 78(2), 1999, pp. 203-232
Authors:
Lasiecka, I
Citation: I. Lasiecka, Local and global attractors arising in nonlinear elasticity: The case of noncompact nonlinearity and nonlinear dissipation (vol 196, pg 332, 1995), J MATH ANAL, 228(1), 1998, pp. 272-273
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