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A existence and a uniqueness on the solution of the functional differential equation involving several retarded arguments with the initial condition are also indicated.
The multivalued map (Dcolon CJ^{mathrm {ra}}(Omegatimes B^{n}(r),mathbb {R}^{n})multimapmathbb{Z}) defined in Definition 9.2 has the following properties: (a) (Existence) If (D varphi neq0), then there exists a measurable function (xicolonOmegato B^{n}(r)) such that (0invarphi omega,xi (omega))), for every (omegainOmega).
The following advantages have been achieved for the geometry proposed: (a) existence of a longitudinal bearing contact, (b) avoidance of edge contact, and (c) reduction of contact stresses.
Then the degree d has the following properties: (a) (Existence) If (d (L+N,G,h neq0), then (hin (L+N)(Gcap D(L))).
The above degree d for the class (mathcal{F}(X)) has the following properties: (a) (Existence) If (d(F,G,h) neq0), then the equation (Fu = h) has a solution in G. (b) (Additivity) Let (Finmathcal{F}_{T} overline {G})).
Using the weak convergence topology of the space H (see below for the definition), Kapustyan and Valero [7] proved the existence of a weak attractor in both autonomous and non-autonomous cases and gave a existence result of strong attractors.
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Mark Cavendish described it as "less a life than an existence".
Life here is an existence, not a life.
At least they had an owner, and an existence.
A life better described as an existence.
Otherwise, we wouldn't have an existence".
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com