09.03.2013 Views

ECONOMICS UNIQUENESS

ECONOMICS UNIQUENESS

ECONOMICS UNIQUENESS

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

34 ■ THE <strong>ECONOMICS</strong> OF <strong>UNIQUENESS</strong><br />

less so. Th erefore, the social benefi t ΔH + ΔV does not increase much. Because it<br />

remains below the social cost C for any extent of renovation, economic returns<br />

are maximized when R = 0, as shown by the bold vertical line in the fi gure. Th e<br />

optimal decision is to ignore cultural aspects when designing the project and just<br />

do standard urban upgrading. Figure 2.4A thus corresponds to a standard project,<br />

in which no attention is paid to cultural issues.<br />

At the other end, in fi gure 2.4C, “saving” the landmark results in a substantial<br />

increase in the heritage and property values of the area, whereas the cost to society<br />

of renovating the landmark is not that high. Th e sizeable gains from “saving”<br />

the landmark are refl ected in the large “jump” of the B function; the relatively<br />

modest increase in cost translates into a smaller jump of the C function. Moreover,<br />

renovating some of the properties with architectural character adds to the<br />

overall value of the area but remains aff ordable. As a result, the gap between the<br />

benefi ts to society and the project cost keeps growing as more buildings with<br />

architectural value are renovated, implying that the optimal economic decision<br />

is to “save” all of them.<br />

In between these two extremes, the intermediate fi gure 2.4B assumes that<br />

“saving” the landmark still leads to large gains to society, but renovating other<br />

buildings with architectural value only contributes marginally to the overall<br />

value of the area. Th e panel also assumes that project costs (included the induced<br />

investment decisions by the private sector) would increase substantially as more<br />

and more buildings with architectural value are preserved. In the example chosen<br />

for this panel, the gap between the social benefi t function B and the social cost<br />

function C is widest when k buildings with architectural value are “saved” (0 < k<br />

< n). In this case, which might be the most relevant in practice, partial renovation<br />

is the socially optimal decision.<br />

It is worth noting that the main diff erence between fi gure 2.4B and fi gure 2.4C<br />

does not lie on the intrinsic historic or architectural value of the buildings but<br />

rather on the shapes of the cost and benefi t functions. As fi gure 2.4B shows, it<br />

could be worth preserving only some of the buildings with character (apart from<br />

the landmark), even if they were all strictly identical from an architectural or<br />

historic point of view. Conversely, fi gure 2.4C shows that under certain circumstances<br />

it could be justifi ed to preserve all of the buildings with architectural or<br />

cultural value, even if none of them were extraordinary on their own.<br />

Rationale for Public Intervention<br />

Whatever the socially optimal preservation decision is, externalities from private<br />

sector investment imply that decentralized decisions may not be suffi cient<br />

to implement it. When designing an urban upgrading project with a cultural

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!