...convenient to allocate the third term entirely to the velocity effect, V(t), thus defining V(t) as the sum of the second and third terms on the right-hand side of (10), with signs reversed.14 Thus V(t) = - [Afcumt - 1) + A'fc(OAKU)] (13) or, defined as a residual,...

...|l|+(ftl+37)-l)|b|+(r+40(l+0(l+3#)|air|. (2) We notice that \12\ > (ya-2^)|8«| by Lemma 15.4 as iff > fa. Thus the sum of the second and third terms on the right-hand side of (2) is negative, since (LPP; y,f-</3 and^(l+3y)-l = -/? + 3y/J). Hence, fi\q\ < \t\. The proof of the...

...that controls for differences across models in the embodied characteristics z. This measure equals the sum of the second and third terms on the right-hand side of equation (2). An even narrower concept of age-related price change is simply the partial derivative...

...concrete to be used in an elastic analysis for the ith interval, . 1 +<p(tí + i, ti) (Ate)/ is equal to the sum of the second and third terms on the right-hand side of Equation (5.20). Similarly, (A£ps), is equal to the last term in Equation (5.21). The terms (Ae),...

...(4.6. 100), as V = S : t™£t : | T | -£, : | T \ -Ud (4.6.139) which is equivalent to (4.6.131). The sum of the second and third terms on the right-hand side of (4.6.139) represents the macroscopically non-recoverable rate of the work expended during inelastic...

...and Tirole, it should be equivalent to (2). Indeed, the super-elasticity in (2) can be expressed as the sum of the second and third terms on the right-hand side of (4). So if (4) does indeed give the precise meaning of the ECPR, it follows that the optimal access...