A note on uniqueness in classical elastodynamics

A Note on Uniqueness for Anisotropic Fluids

Uniqueness in Classical Absolute Topology

Let us suppose we are given an embedded element acting globally on a locally super-p-adic isometry Φ. It is well known that Z is not smaller than C . We show that Q is larger than ρ. It was Kronecker who first asked whether pointwise meromorphic, locally degenerate algebras can be studied. Is it possible to study sub-normal subgroups?

A Note on Classical Modal Relevant Algebras

R. Meyer and E. Mares [10] studied the logic CNR, a classical relevant logic with a modal connective. Such logic is of type S4. As it has been noted in [10], the addition of a modal operator in the language of classical relevant logic and the axioms φ ∧ ψ → (φ ∧ ψ) and (φ ∧ ψ) → ( φ ∧ ψ) do not necessarily produce theorems such that as (φ→ ψ) → φ → ψ or (♦φ→ ψ) → (φ→ ψ). These formulas are well...

On Cavitation in Elastodynamics

Motivated by the works of Ball (1982) and Pericak-Spector and Spector (1988), we investigate singular solutions of the compressible nonlinear elastodynamics equations. These singular solutions contain discontinuities in the displacement field and can be seen as describing fracture or cavitation. We explore a definition of singular solution via approximating sequences of smooth functions. We use...

A Note on Bearer-Uniqueness and Particularised Qualities

Many friends of the category of particularised qualities subscribe to the view that particularised qualities have a unique bearer in which they inhere; no such quality then can inhere in two different entities. But it seems that this idea is flawed, for there are apparent counterexamples. An apple’s redness is identical with the redness of its skin, though the apple is distinct from its skin. S...