Well-Posed Solvability of Volterra Integro-Differential Equations Arising in Viscoelasticity Theory

Author:

Georgievskii D. V.,Rautian N. A.

Publisher

Pleiades Publishing Ltd

Reference18 articles.

1. Il’yushin, A.A. and Pobedrya, B.E., Osnovy matematicheskoi teorii termovyazkouprugosti (Mathematical Theory of Thermoviscoelasticity), Moscow: Nauka, 1970.

2. Christensen, R.M., Theory of Viscoelasticity. An Introduction, New York–London: Academic Press, 1971.

3. Georgievskii, D.V., Modeli teorii vyazkouprugosti (Models of Viscoelasticity Theory), Moscow: Lenand, 2023.

4. Amendola, G., Fabrizio, M., and Golden, J.M., Thermodynamics of Materials with Memory. Theory and Applications, New York–Dordrecht–Heidelberg–London: Springer, 2012.

5. Gurtin, M.E. and Pipkin, A.C., General theory of heat conduction with finite wave speed, Arch. Rat. Mech. Anal., 1968, vol. 31, pp. 113–126.

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