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 />
If A <strong>is</strong> a cons<strong>is</strong>tency matrix, eigenvector X can be calculated by:<br />
ðA 2 l max IÞX ¼ 0:<br />
ð4Þ<br />
210<br />
2.2.3 Cons<strong>is</strong>tency test. Saaty (1990) proposed utilizing cons<strong>is</strong>tency index (CI) and<br />
cons<strong>is</strong>tency ratio (CR) to verify <strong>the</strong> cons<strong>is</strong>tency <strong>of</strong> <strong>the</strong> compar<strong>is</strong>on matrix. CI and RI are<br />
defined as follows:<br />
CI ¼ l max 2 n<br />
n 2 1 ; ð5Þ<br />
CR ¼ CI<br />
RI ;<br />
ð6Þ<br />
where RI represents <strong>the</strong> average CI over numerous random entries <strong>of</strong> same order<br />
reciprocal matrices. If CR # 0:1, <strong>the</strong> estimate <strong>is</strong> accepted: o<strong>the</strong>rw<strong>is</strong>e, a new compar<strong>is</strong>on<br />
matrix <strong>is</strong> solicited until CR # 0:1.<br />
2.3 Overall hierarchy weight computation<br />
After weight computation for <strong>the</strong> various hierarchies and elements, <strong>the</strong>n compiles <strong>the</strong><br />
overall hierarchy weight computation, and finally to decide our goal <strong>of</strong> <strong>the</strong> most<br />
suitable plan.<br />
3. Evaluation process for <strong>the</strong> preferable <strong>bancassurance</strong> <strong>alliance</strong> <strong>model</strong><br />
In th<strong>is</strong> paper, <strong>bancassurance</strong> <strong>alliance</strong> <strong>model</strong>s are classified into six categories stand on<br />
<strong>the</strong> bank whe<strong>the</strong>r direct cross-operation insurance business activities by <strong>the</strong> current<br />
status and business <strong>model</strong> <strong>of</strong> <strong>bancassurance</strong> in Taiwan. We introduce <strong>the</strong> following<br />
<strong>alliance</strong> <strong>model</strong>s.<br />
3.1 Direct cross-operation<br />
.<br />
Financial holding company (FHC). An FHC <strong>is</strong> a financial conglomerate that<br />
engages in at least two different financial industries as a single entity, including<br />
<strong>the</strong> banking, security, and insurance industries (Li, 2006). For <strong>the</strong> purposes <strong>of</strong><br />
th<strong>is</strong> study, FHC means a company that <strong>is</strong> establ<strong>is</strong>hed in accordance with<br />
Taiwan’s “Financial Holding Company Act” and has a controlling interest in a<br />
bank or an insurance company.<br />
.<br />
Holding shareholding (HS). The bank makes equity investment in insurance<br />
companies. It becomes an insurance companies’ limited liability shareholder.<br />
.<br />
Establ<strong>is</strong>hing a new joint venture (JV). A bank and an insurance company jointly<br />
establ<strong>is</strong>h ano<strong>the</strong>r, new insurance company.<br />
3.2 Indirect involvement<br />
.<br />
Precompetitive <strong>alliance</strong>s (PA). For purposes <strong>of</strong> th<strong>is</strong> study, indirect involvement<br />
means that <strong>the</strong> agreement or <strong>the</strong> cooperative relationship <strong>is</strong> usually establ<strong>is</strong>hed<br />
according to <strong>the</strong> terms <strong>of</strong> a written contract. Moreover, it has a specified duration<br />
and does not establ<strong>is</strong>h ano<strong>the</strong>r, new company.