Sentence examples for substituting law from inspiring English sources

Exact(1)

There was a grave danger, too, that war would occur before the influences making for peace had succeeded in substituting law for war, and a just international order for Imperialist exploitation.

Similar(57)

The state is utterly powerless in the execution of the laws in the mining region, and we must be very cautious about substituting military law for civil.

Not only will it give you more time to tailor your application to the firm you are applying to (beyond substituting one law firm name for another), but it's a huge relief to hear that you've secured a place on a vacation scheme before some of your friends have even applied.

It sets up a false opposition between negotiations and international law, substituting one for the other.

Six months later, the Assembly met again at the tavern and enacted a law substituting the word "state" for "colony" in all commissions, writs and indictments.

The Santa Maria hospital was closed in 1978 after the passage of an Italian law substituting community services for institutionalized care of many of the mentally ill.

By substituting Henry's law for the CO2 pressure in Eq. (3), the interface boundary condition can be written in the following form: left.

Substituting Darcy's law into Eq. 2 gives: nabla cdot left( {rho_{text{m}} frac{{k_{text{m}} }}{{mu_{text{gm}} }}nabla p_{text{m}} } right) = frac{{partial left( {phi_{{{text{m}} }} rho_{text{m}} } right)}}{partial t} (3).

After substituting Hooke's law for the strip and the concrete respectively into Equation 3, differentiating the results with respect to x and using Equations 1 and 5, the following second-order differential equation in terms of s can be obtained: s ″ = 2 a + b 1 E s A s + 1 E c A c τ ( s ) = T ( s ) T s = 2 ( a + b ) β τ ( s ) β = 1 E s A s + 1 E c A c s ′ = β F s Open image in new window (7).

Fortunately, the newborn sanitary system is progressively substituting the unspecialized post law physicians with specialized GPs.

Substituting the gene conservation law, setting the time derivatives to zero and solving these two equations simultaneously, we obtain the quasi-steady-state concentrations of the three gene species (62) [ G ] G T = K 2 K 2 + K 2 [ P ] + [ P ] 2, [ GP ] G T = K 2 [ P ] K 2 + K 2 [ P ] + [ P ] 2, [ G P 2 ] G T = [ P ] 2 K 2 + K 2 [ P ] + [ P ] 2, where K1= K2=/ k1, K2= k−2/ k2 and K= K1 K1.

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