Revision for “Developing a micro-level model of tool calibrations” created on November 1, 2013 @ 11:58:22

TitleContentExcerpt
Developing a micro-level model of tool calibrations
<p>In 1989, Linder and Peters first described eight ‘attributes of instruments’ which they argued affected specific micro-level tool choices. These were: complexity of operation, level of public visibility, adaptability across uses, level of intrusiveness, relative costliness, reliance on markets, chances of failure, and precision of targeting (1989: 56). In his later work, however, Peters (2000) reduced this number to seven and altered their content so that they became: directness, visibility, capital/labour intensity, automaticity or level of administration required, level of universality, reliance on persuasion versus enforcement, and their ‘forcing vs enabling’ nature (39). This was no doubt due to the conclusion he drew from further study that drawing a sharp distinction between ‘market-based’ and ‘state-based’ tools is less useful than thinking about these as ‘modes of governance; while ‘chances of failure’ is also a highly contextual item which does not ‘adhere’ to an instrument as a fundamental characteristic. The other difference between the two lists is the addition of several sub-elements to ‘level of intrusiveness’ which, if removed, leaves five main instrument characteristics or appraisal criteria: automaticity, visibility, intrusiveness, cost, and precision of targeting. The first four criteria are linked to specific tool choices from within a resource category and all deal with the level of resource intensiveness of an instrument choice: that is, to the degree to which it utilizes, respectively, organizational, nodality, treasure or authority resources. Precision of targeting, on the other hand, is a key criterion related to tool calibrations or ‘settings’.</p>
<p>Putting these considerations together with those found at the governance mode and policy regime lever generates a set of nested implementation tool criteria involved in a typical design situation, as set out in Figure 1.</p>
<p>Figure 1: Final model of implementation tools selection process involved in policy design</p>
<p><img style="width: 655px; height: 382px;" alt="" 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" 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<p><b>The multi-level and nested nature of policy designs</b></p>
<p>Over the course of the past thirty years, the study of policy implementation instruments has advanced through the various stages of social scientific theory construction and now contributes a great deal of knowledge to policy formulation and policy design (Hood 2007; Lascoumes and Le Galès, 2007).</p>
<p>Current policy design theory is based on the insights developed during this period that while policy goals are manifold and alter over time, and while the choice of policy means is context driven and resource contingent, the toolbox with which designers must work is essentially generic (Majone 1989). That is, as Hood, Lowi and others noted, the reasons behind the actual choice a government may make to implement its policy goals may be complex, but the set of possible choices is limited in nature, bound as they are to the limited number of types of different governing resources they have at their disposal. Understanding the basic types of instruments available to policy-makers and establishing the criteria that policy experts use for assessing the advantages and disadvantages of their use is essential knowledge required to understand how designs emerge and thus to aid in the creation of new ones as well as the assessment and improvement of existing ones (Gibson 1999). That is, as Renate Mayntz (1983) argued, ‘to approach the problems of effective programme design’, it was ‘necessary first to identify the relevant programme elements and characteristics which are the object of decision in a process of programme design’ (126).</p>
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