Sentence examples for strong principles that from inspiring English sources

"The governor articulated strong principles that needed to be included in order for him to sign the bill," Mr. Lynch's spokesman, Colin Manning, said in a statement.

"Ned Lamont is the only candidate in this race who will stand up to Donald Trump when his policies hurt Connecticut and govern with strong principles that will create a bright future for Connecticut.

"But it is also a betrayal of the principles of equality and opportunity that make this country strong, principles that our founders wrote into law just a few miles from here at Independence Hall and that generations of Americans have fought to defend and expand".

But the same could be said with respect to those stronger principles that require the large thing to be composed exactly of the small things to be their mereological sum in some sense or other.

Aristotle, however, subscribes to an even stronger principle, that causes in effecting change transmit the form they possess to the entity they effect change in, so that they have to be synonymous with the effects they bring into existence.

Many readers of Aristotle also adopt a stronger principle, that Greek mathematics was finitistic, not in the strong Aristotelian sense that the universe is finite, but in the sense that only the infinite in potential (by division and by addition) are used.

However, in a time of great mistrust and cynicism about our political institutions, it is strong, clearly defined principles that will grab the attention of the electorate, not mere better presentation.

On the stronger reading, the principles that determine morally acceptable state actions have no implications for what individuals should do in private life.

Furthermore, we know by the strong maximum principle that on for all if.

The second, however, appears to be a very strong stationarity principle that is not generally true: the probability of one variable conditional on a specified common lag of other variables is invariant under all uniform translations of the lags.

It follows from the strong maximum principle that (frac{partial u^{partialeta}(x)<0) and (frac{partial v^{partialeta }(x)<0) for (xinpartialOmega), therefore, there exist (M>0) and (m>0) such that m v^(x leq u^(x leq M v^(x quadtext{for }xinoverline{Omega}.