Sentence examples for negative valuation from inspiring English sources

"The entity's negative valuation and its end-2012 presultsd results indicate that the price at which the Frob [will participate in Bankia] via BFA will entail a big reduction in the shares' nominal value," it said in a statement.

At the top of the release are a set of bullet points, the second of which says the following: "Results Include Negative Valuation Adjustments of $4.8 Billion Pretax, or $0.28 Per Share, From the Narrowing of the Company's Credit Spreads".

As a new report from HSBC notes, in 2007 Renault's own carmaking operations were in effect valued at €11 billion; recently the market has given them a negative valuation of around €7 billion.Peugeot-Citroën likewise has a stake in Faurecia, a successful maker of parts.

Managers opposed to the deal brought very negative valuation results.

CM Small market share of EVs as a result of high negative valuation of limited range and long recharging times.

Assess whether target contributes to the vision of the entire chaebol; analyze and integrate different opinions of managers those supporting the deal brought very positive NPV while those opposing it brought very negative valuation indicators.

Voas and Fleischmann (2012) presented three possible consequences: (a) Moslems might become more religious in response to external negative valuations of Islam; (b) they might be motivated to scale back their religious identity, belief and practice; or (c) prejudice and discrimination might have no effect on religious commitment.

This may have influenced our results and it remains interesting to see how the variables investigated here would relate to negative valuations of health states.

This is possible only if φ i (K ) ≥ 0 for every i ∈ { 0, …, n }. □ Lemma 4.1 shows that Problem 3.4 is equivalent to the question whether the homogeneous components of any non-negative valuation in V al are also non-negative.

Proof Using arguments as in the proof of Lemma 4.1, we see that it is enough to prove that φ i (Z j 1, …, Z j i ) ≥ 0, 1 ≤ j 1, …, j i ≤ m, holds for the mixed valuations derived from any non-negative valuation φ i ∈ V al i with 1 ≤ i ≤ n − 1.

Moreover, since zonoids are centrally symmetric, we have φ i − (Z j 1, …, Z j i ) = 0. Thus, we conclude φ i (Z j 1, …, Z j i ) = φ i + (Z j 1, …, Z j i ) ≥ 0. □ Using arguments as in the proof of Lemma 4.1, we see that it is enough to prove that φ i (Z j 1, …, Z j i ) ≥ 0, 1 ≤ j 1, …, j i ≤ m, holds for the mixed valuations derived from any non-negative valuation φ i ∈ V al i with 1 ≤ i ≤ n − 1.