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The equilibrium isotherms at higher temperatures shift towards lower loadings, leading to an easier desorption.
In turn, the problem of finding an equilibrium strategy is not easier but rather is exponentially more difficult.
By defining the set of pairs (α p,α s ) satisfying Eqs. 15, 16, and 17 as set A, it is easy to show that the Nash equilibrium point for the leader of the Stackelberg game can be found from: {alpha}_{{p}} = left{begin{array}{ll} frac{{lambda}_{{p}}(C~-~1)}{{mu}(C~-~2)}& ;text{if}; {alpha}_{{p}} in A 1/n_{{p}}& ;text{if}; {alpha}_{{p}} notin A end{array},right.
Even his great intellectual contribution the notion that economies can remain in an "equilibrium" state with mass unemployment defies easy explanation.
Even his great intellectual contribution — the notion that economies can remain in an "equilibrium" state with mass unemployment — defies easy explanation.
Let (overline{y}) be an equilibrium point of (28), it is easy to get (overline{y}=frac{p+sqrt{p^{2}+4}}{2}).
The novel ends in an uneasy equilibrium.
That's going to make it pretty easy to check, so is (D, D) a Nash Equilibrium in this game?
It is easy to verify that ( 1, 3 ) is a rank equilibrium.
The design and development of processes involving supercritical fluids depend on how easy the phase equilibrium can be accurately modelled and predicted.
It's easy to see that pumping the aquifer dry is a Nash equilibrium.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com