… The polynomial elasticity complex and Koszul elasticity complex are … elasticity complex
and a Koszul type complex, which can be summarized as one double-directional complex …

… elastic displacement in terms of two arbitrary holomorphic functions of a complex variable
(the complex … equations relating the complex potentials on the boundaries of the elastic body. …

… elastic problems for the stresses and displacements, including cases with body force,
depend upon two functions Q and w of a single complex variable, and which we term complex …

… Arnold for telling me about the linear elasticity complex and asking about its link to the de
Rham complex. … It was also noticed by Paul Bressler that the linear elasticity complex on RP3 …

… to show how the elasticity complex can be derived from the de Rham complex (basically …
of these elasticity complexes beginning from discrete analogues of the de Rham complex, …

… in complex fluids are different “elastic” effects. They can be the elasticity of deformable
particles; elastic … phases; immersed elastic boundaries; elasticity due to microstructures; or bulk …

… We investigate the Hilbert complex of elasticity involving spaces of symmetric tensor fields.
For the … and Rellich's selection theorem, which can be easily adapted to any Hilbert complex. …

… of elasticity and placed the theory within this general framework. The student of elasticity may
view … In this book a survey of the methods and theories of linear elasticity will be conducted, …

… represent a rigid motion of the elastic body³ and they may be neglected since they have no
influence on the equilibrium state of the elastic body. Thus, we have the complex expression …

… hysteretic elastic elements, or strain elements with an elaborate stress response, Chapter 6.
The dynamics of elastic systems carrying these elastic elements can be complex because of …