For a decade, I've been the nearest approximation she has to such a thing.
In other words, the impact of this tax on lending will be, to the nearest approximation, zero.
Above all, there was the church, or the parish, which offered the nearest approximation to the open, civil environments of today's public realm.
At present, the nearest approximation to a silicon brain involves making electronic circuits that behave like neurons, and connecting them up in small networks.
Only now, some years after Donald Cammell's suicide in 1996, have Mazzola and Kong been able to re-build the nearest approximation possible of the original work, using the late director's notes.
The crowd roared: that is, it issued the nearest approximation of a roar that can issue from three thousand white New York professionals between twenty-five and fifty wearing designer eyeglasses and artisan-milled flannel shirts.
The consistent nearest approximation via (hbox{HSD}_s) is a trapezoidal fuzzy semi-number with height (h_v), if and only if (h_v) satisfies one of the following conditions: (i) If (h_v le h_u), then h_vge frac{a_uh_u^3-2a_u I_{s,h_u}+2b_u I_{s,h_u}}{b_uh_u^2}, (24) (ii) If (h_v ge h_u), then h_v le frac{d_uh_u^3-2d_u I_{s,h_u}+2c_u I_{s,h_u}}{c_uh_u^2}. (25) .
Let (tilde{u}=(a_u,b_u,c_u,d_u;h_u)) be an arbitrary non-negative trapezoidal fuzzy semi-number, for the consistent nearest approximation via (hbox{HSD}_s), with height (h_v), where (tilde{v}=(a_v,b_v,c_v,d_v;h_v) in TF_{h_v}({mathbb{R}})), the Lemmas 17 and 18 can be derived.
The consistent nearest approximation via (hbox{HSD}_s) is a trapezoidal fuzzy semi-number with height (h_v), if and only if (h_v) satisfies one of the following conditions: (i) If (h_v le h_u), then h_vge frac{d_uh_u^3-2d_uI_u+2c_uI_u}{c_uh_u^2} frac{d_uh_u^3-2d_uI_u+2c_uI_u}{c_uh_u^2}e frac{a_uh_u^3-26_uiiu+2b_uIfu}{b_uh_v^2}.
Let (tilde{u}=(a_u,b_u,c_u,d_u;h_u)) be an arbitrary known non-positive trapezoidal fuzzy semi-number, for the consistent nearest approximation via (hbox{HSD}_s), with height (h_v), where (tilde{v}=(a_v,b_v,c_v,d_v;h_v) in F_{h_v}({mathbb{R}})), Lemmas 22 and 23 are obtained.
The causal theory of action (CTA) is widely recognized in the literature of the philosophy of action as the "standard story" of human action and agency the nearest approximation in the field to a theoretical orthodoxy.
