Vibrations of a Gao beam subjected to a moving mass von Dyniewicz, B., Bajer, C.I., Kuttler, K.L., Shillor, M.

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Numerical analysis and simulations of a dynamic frictionless contact problem with damage von Campo, M., Fernández, J.R., Kuttler, K.L., Shillor, M., Viaño, J.M.

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Quasistatic evolution of damage in an elastic body von Kuttler, K.L., Shillor, M.

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An existence and uniqueness result for a strain-adaptive bone remodeling problem von Fernández, J.R., Kuttler, K.L.

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Existence results for dynamic adhesive contact of a rod von Kuttler, K.L., Menike, R.S.R., Shillor, M.

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Regularity of solutions to a dynamic frictionless contact problem with normal compliance von Kuttler, K.L., Shillor, M.

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Quasistatic evolution of damage in an elastic body: numerical analysis and computational experiments von Campo, M., Fernández, J.R., Kuttler, K.L., Shillor, M.

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An elastic–viscoplastic quasistatic contact problem with damage von Campo, M., Fernández, J.R., Kuttler, K.L.

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Elastic beam in adhesive contact von Han, W., Kuttler, K.L., Shillor, M., Sofonea, M.

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Analysis of a dynamic frictional contact problem with damage von Campo, M., Fernández, J.R., Kuttler, K.L.

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Quasi-static thermoviscoelastic contact problem with slip dependent friction coefficient von Amassad, A., Kuttler, K.L., Rochdi, M., Shillor, M.

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One-dimensional dynamic thermoviscoelastic contact with damage von Andrews, K.T., Kuttler, K.L., Rochdi, M., Shillor, M.

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Dynamic friction contact problems for general normal and friction laws von Kuttler, K.L.

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Unilateral dynamic contact of two beams von Kuttler, K.L., Park, A., Shillor, M., Zhang, W.

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Models and simulations of dynamic frictional contact of a beam von Kuttler, K.L., Renard, Y., Shillor, M.

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Existence for a thermoviscoelastic beam model of brakes von Kuttler, K.L., Shillor, M., Fernández, J.R.

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Chemoprophylactic activity of imidocarb, diminazene and oxytetracycline againts Babesia bovis and B. Bigemina von Kuttler, K.L., Johnson, L.W.

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Frictional Wear of a Thermoelastic Beam von Gu, R.J., Kuttler, K.L., Shillor, M.

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Second Order Evolution Equations With Dynamic Boundary Conditions von Andrews, Kevin T., Kuttler, K.L., Shillor, M.

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A Dynamic Model with Friction and Adhesion with Applications to Rocks von Dumont, Y., Goeleven, D., Rochdi, M., Kuttler, K.L., Shillor, M.

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