"But trucks are for getting a job done and people don't generally care if there's a ding on it as long as the truck feels safe".
We say that φ is deducible from Δ in LA if there is a deduction D of φ from Δ in LA; under these conditions we write Δ ⊢A φ.
Both before the shuttle's launch and after its return, the handheld device can quickly scan the surface area of a tile, map it in 3-D, and if there is a crack or ding, calculate its dimensions.
A purely discrete organization D is connected if there is a generator s of D such that (D, R Acc (s ) ) is connected as a continuous chemical organization.
Call a set of formulas $\Gamma$ satisfiable if, and only if, there is a model $\langle D, I\rangle$ and a variable assignment $s$, which satisfies each formula $A$ in $\Gamma$ in the model.
Definition 2.3 A family ℱ = { d λ | λ ∈ A } of pseudo-metrics is called separating if for each pair x ≠ y, there is a d λ ∈ ℱ such that d λ (x, y) ≠ 0. Definition 2.4 Let X be a nonempty set and ℱ = { d λ | λ ∈ A } be a separating family of pseudo-metrics on X.
D efinition 5 (Discrete organization, generator) A subset of species D of M is called discrete organization if there is a state s with D = M (Acc (s ) ) and there is a sequence of transitions (σ 1, …, σ k ) such that and s ∼ = (σ k ○ … ○ σ 1 ) (s ) satisfies Such a state s is called (internal) generator of the discrete organization.
A subset of species D of M is called discrete organization if there is a state s with D = M (Acc (s ) ) and there is a sequence of transitions (σ 1, …, σ k ) such that and s ∼ = (σ k ○ … ○ σ 1 ) (s ) satisfies Our definition only depends on the topological properties of the transition graph, see Definition 3, underlying the Markov chain and the topological properties of the RN.
a generalized diagonally dominant matrix (g.d.d)., if there is a positive diagonal matrix D such that AD is an s.d.d.
(4) a generalized diagonally dominant matrix (g.d.d)., if there is a positive diagonal matrix D such that AD is an s.d.d.
