The phrase "asserted the choice" is correct and usable in written English.
It can be used when someone is declaring or stating a decision or preference that has been made.
Example: "During the meeting, she asserted the choice to move forward with the new marketing strategy."
Alternatives: "declared the decision" or "stated the preference."
Contrary to what some party leaders are already asserting, the choice is not between having an election or not having one.
Having asserted the sanctity of romantic choice, she declares that she can't accept the hand of an officially nominated suitor because "I'm just not ready".
Is David Brooks ("Guide for the Perplexed," column, Aug. 21) really asserting that the choice between President Obama and Mitt Romney comes down to who will do a better job reducing entitlement spending, especially Medicare?
If either environmentalists or Mr Kling are asserting that the choice is either/or, then they're sadly mistaken.And I'll answer Mr Kling's question with a question of my own.
And the Metalogic Thesis, together with the Principle of Tolerance (which asserts that the choice of any specific language is a conventional decision), formed the principal theses of Carnap's philosophy of logic in the Thirties (Carnap 1937, 51 2).
Intuitively, the axiom of choice asserts the possibility of making a simultaneous choice of an element in every nonempty member of any set; this guarantee accounts for its name.
When Coyne asserts that the choices technology makes possible enhance "our potential for self-realization," does he mean that we can fulfill ourselves through TV, Twitter and video games?
The lemma above asserts that the choices (a_{F}^{(1)}), (a_{F}^{(2)}) lead to a method that converges independently of the way that the two mesh-sequences (mathcal{T}_{mathcal{H},1}), (mathcal{T}_{mathcal {H},2}) intersect at Γ.
If you do eat meat, you must assert that choice as a cynical transcendence of vegetarians' futile attempts to save the world.
Later on he lists Axiom IV, which, as noted, asserts the existence of a choice set for any set of disjoint non-empty sets.
