Sentence examples for transition to a steady from inspiring English sources

The UK's liabilities make the transition to a steady state economy, let alone a managed contraction, much harder to achieve.

Consequently, long-term sustainability requires the transition to a steady state economy in which total GDP remains more or less constant, as has been advocated for decades by Herman Daly and others in the ecological economics community.

Price has pointed out that a doubling time of 10 15 years is much faster than the doubling time of the human population (which is currently around 50 years, and slowing), and has predicted a period of transition to a steady state where the number of scientists per capita reaches a stable value.

The excitation investigated is a rotating unbalance which undergoes a period of constant acceleration and then transitions to a steady operating frequency.

Initiation for long duration, as expected, shows the evolution of castrate resistance and a phase transition to a new steady state dominated by I cells, which will then be insensitive to further manipulation with this therapy, requiring a strategy change.

The theoretical backdrop is a Diamond-type worker search and matching framework in which transitions to a new employment steady state may be slow.8 The practical implication is that, if the true effect of policy is to change the slope for an outcome variable rather than its level, the mechanics of the state-specific trend approach can introduce biases in the estimated minimum-wage effects.

At all initial strand densities, the burn is observed to transition from a steady conductive burn to an unsteady convective burn within the strand.

It excludes the possibility of a transition from an oscillatory state to a(nother) steady state (known as depolarisation block in neuroscience), by restricting the parameter space from above.

An example of such a change is, e.g., the transition from oscillatory behavior to a steady state equilibrium.

These local random transitions drive the network to a steady state which is the Gibbs distribution associated with the global energy and temperature T, that is to a state with the following distribution (in steady state): π T ( s ) = c · e − E ( s ) / T, with c a normalizing constant.

Thus, our model predicts a short-term burst of responding after the dose reduction, followed by regular and escalated response rate (B, C ). Classical HR models, however, predict an immediate transition from a steady low to a steady high response rate (E, F ). See Figure 12 figure supplements 1 and Figure 12 source data 1 for simulation details.