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Mr. Chamberlain's first proposition indicates that he believes that any American who seeks preeminince under our capitalistic system does so at the risk of performing a dis-service to his children; his second reveals a warped attitude toward the American dream of marrying the boss's daughter for love, a vice-presidency, and a house in Scarsdale.
Part (ii) of the proposition indicates that both these behaviors are exacerbated as coalition size increases.
Similar(58)
Clauses RCI1-RCI3 above render L1-L3 of definition 2.7 above in the formal language that underlies axioms CS1-CS5; while RCI4 affirms (cf. definition 2.6 above) that agents are symmetric reasoners, i.e. that if a proposition indicates another proposition to a certain agent, then it does so to all agents in the population.
Proposition 1 indicates that Strategy 3 is never optimal.
Proposition 2 indicates that full antenna diversity can be achieved with PWLS.
Proposition 2 indicates that by introducing the AN to the MCBF, the total required power of the system is reduced.
Proposition 4 indicates that the number of links reaching the public good (i.e., (theta ^)) increases with the heterogeneity of the network.
Proposition 5 indicates that remittances decrease the aggregate income risk faced by the migrant if her initial risk is mainly located in the host country (large θ h ).
Proposition 1 indicates that, for the two users case with a symmetric channel, i.e., p a = p b = p, this policy is optimal in terms of maximal average capacity (reward).
Proposition 3.5 indicates that the critical opening time (tau_{mathrm{ex}}) increases as the natural mortality rate of the fish R, the mean harvesting rates (C^{ ( n )}), or the intensities (lambda^{ ( n )}).
Condition 1 in Proposition 3.13 indicates that if V f is a stable point for the non-delayed equation (see [18]) it is also stable for the delayed-equation.
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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