Your English writing platform
Discover LudwigSuggestions(2)
Exact(1)
Definition 2.2 An ordered vector space ( X, ≽ X ) is said to be generalized Archimedean if and only if for any given element x ≽ X 0 and any decreasing sequence of positive numbers { a n } with limit 0, we have a n x ↓ 0. Let X be a vector space and K a closed convex cone in X. Define a binary relation ≽ K on X as follows: x ≽ K y if and only if x − y ∈ K, for every x, y in X.
Similar(59)
It's hard to say for sure that any given element of the American psyche results from our Puritan founders.
A relatively pseudo-complemented lattice (or Brouwerian lattice) is a lattice L in which, for any given elements a, b ∈ L, the set of all x ∈ L such that a ∧ x ≤ b contains a greatest element b : a, the relative pseudo-complement of a in b.
In neurophysiological terms, the retinal elements are said to be connected to cortical cells, each being specific for a given element, so that when a given cortical cell is excited the awareness is of a specific local sign.
For a given element, energy was calibrated using a reference foil spectrum.
For a given element and, consider the following auxiliary problem for GMEP(1.2): find such that (2.8).
The so-called quasi-variational inclusion problem is to find a for a given element such that.
On the other hand, the access time of an array is O(1) for a given element.
Another option is to test fossil teeth for the ratio of stable isotopes present for a given element, such as the ratio of carbon C12 to C13.
Assume that is a strictly contractive operator, that is, there exists a Lipschitz constant with such that for all Then for a given element one of the following assertions is true: for all ; there exists a nonnegative integer such that.
Assume that is a strictly contractive operator with the Lipschitz constant Then for a given element one of the following assertions is true: (A1) for all ; (A2) there exists a nonnegative integer such that.
Write better and faster with AI suggestions while staying true to your unique style.
Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com