What forms of the bancassurance alliance model is ... - Emerald
What forms of the bancassurance alliance model is ... - Emerald
What forms of the bancassurance alliance model is ... - Emerald
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JM2<br />
3,3<br />
208<br />
insurance entities have more similarities than differences, character<strong>is</strong>tics that may<br />
favor joint production and business synergies. Through diversification, <strong>the</strong><br />
<strong>bancassurance</strong> approach reduces <strong>the</strong> resources required to manage r<strong>is</strong>k, which in<br />
turn results in lower costs (Hughes et al., 1999). Korhonen and Voutilainen (2006) and<br />
Korhonen et al. (2006, 2005) applied <strong>the</strong> expert panels and <strong>the</strong> analytical hierarchy<br />
process (AHP) to explore <strong>the</strong> most prefer alternative <strong>alliance</strong>s between banks and<br />
insurance companies from executive management perspectives, superv<strong>is</strong>ory<br />
authorities, and customers, respectively. Wu et al. (2008) adopt <strong>the</strong> modified Delphi<br />
method to construct <strong>the</strong> framework <strong>of</strong> mutual fund performance and <strong>the</strong> AHP <strong>model</strong> to<br />
design an assessment method for mutual fund performance.<br />
According to <strong>the</strong> context <strong>of</strong> Taiwan’s current conditions with regard to finance and<br />
financial systems, <strong>the</strong> aim <strong>of</strong> th<strong>is</strong> paper <strong>is</strong> to searching for <strong>the</strong> preferable <strong>bancassurance</strong><br />
<strong>alliance</strong> <strong>model</strong> to customers. Both <strong>the</strong> banks and insurance companies involved in a<br />
strategic <strong>alliance</strong> can be domestic or foreign with operations in <strong>the</strong> Taiwan area, and<br />
insurers can be life or non-life companies with operations in <strong>the</strong> Taiwan area.<br />
The selection <strong>of</strong> an alternative <strong>is</strong> a multi-criteria dec<strong>is</strong>ion-making (MCDM) problem.<br />
First, we defined three criteria and nine sub-criteria for use in evaluating six alternative<br />
<strong>model</strong>s <strong>of</strong> financial <strong>alliance</strong>. The criteria and sub-criteria were introduced at <strong>the</strong><br />
suggestion <strong>of</strong> <strong>the</strong> industry experts and <strong>the</strong> advanced or well-informed customers, and<br />
o<strong>the</strong>r elements were based on <strong>the</strong> methodology <strong>of</strong> previous studies. Each expert was<br />
interviewed individually. Then, <strong>the</strong> same experts were assembled as a panel to find <strong>the</strong><br />
preferable <strong>bancassurance</strong> <strong>alliance</strong> <strong>model</strong> to customers. As a dec<strong>is</strong>ion support system,<br />
we used <strong>the</strong> AHP developed by Saaty (1980).<br />
Th<strong>is</strong> paper <strong>is</strong> organized as follows: Section 2 briefly describes <strong>the</strong> AHP<br />
methodology. Sections 3 applying <strong>the</strong> AHP and <strong>the</strong> sensitivity analytic develop an<br />
evaluation method. Finally, we conclude <strong>the</strong> paper with general remarks and<br />
suggestions for fur<strong>the</strong>r research.<br />
2. Analytic hierarchy process methodology<br />
As a dec<strong>is</strong>ion method that decomposes a complex MCDM problem into a hierarchy<br />
(Saaty, 2000), AHP <strong>is</strong> also a measurement <strong>the</strong>ory that prioritizes <strong>the</strong> hierarchy and<br />
cons<strong>is</strong>tency <strong>of</strong> judgmental data provided by a group <strong>of</strong> dec<strong>is</strong>ion makers. AHP<br />
incorporates <strong>the</strong> evaluations <strong>of</strong> all dec<strong>is</strong>ion makers into a final dec<strong>is</strong>ion, without<br />
having to elicit <strong>the</strong>ir utility functions on subjective and objective criteria, by pair-w<strong>is</strong>e<br />
compar<strong>is</strong>ons <strong>of</strong> <strong>the</strong> alternatives (Saaty, 1990), with <strong>the</strong> calculation procedure as<br />
follows.<br />
2.1 Establ<strong>is</strong>h <strong>the</strong> hierarchy structure<br />
When deals <strong>the</strong> complex <strong>is</strong>sue, we can be performed decompose <strong>the</strong> hierarchy<br />
structure. Based on <strong>the</strong> human cannot compar<strong>is</strong>on above <strong>the</strong> seven kinds things at<br />
<strong>the</strong> same time, so we must assume each elements <strong>of</strong> <strong>the</strong> hierarchy not suitably<br />
surpasses seven elements. Under th<strong>is</strong> limited condition, it may carry on <strong>the</strong> reasonable<br />
compar<strong>is</strong>on and easier ensure <strong>the</strong> cons<strong>is</strong>tency (Saaty, 1980). The first hierarchy <strong>of</strong> <strong>the</strong><br />
structure that <strong>is</strong> we want to achieve goal. Under <strong>the</strong> end hierarchy <strong>is</strong> <strong>the</strong> choice projects<br />
or replacement alternatives, as well as <strong>the</strong> each middle hierarchies are <strong>the</strong> appra<strong>is</strong>al<br />
factor or criteria.