![]() | |||||||||||
|
|
| ||||||||||
CUBenchmarkerPower BenchmarkingImproving your credit union's performance is the most important function of your board and management team. No matter how good your credit union is, or thinks it is, it can always be better. The best credit unions always strive not only to beat the competition, but also to beat themselves. Managers and directors are obligated to members to provide the best possible lending and saving services at the lowest possible cost. The practice of benchmarking can help you identify areas where your credit union can improve its performance. This is particularly useful for credit unions because credit unions have access to data for other credit unions, and other credit unions are usually willing to share information since they typically do not compete with each other and they belong to a common cooperative movement. Information sharing is central to the benchmarking methodology. When it comes to benchmarking, credit unions have a clear advantage over for-profit banks, which cannot legally work together and share information, even if they wanted to. Benchmarking done incorrectly, however, can be worse than not doing benchmarking at all. Poorly generated benchmarks can be misleading and move your credit union away from best practices. Management can make the wrong decisions under the cloak of a sophisticated methodology clothed with an array of figures and charts. The Flaws of Traditional Benchmarking The typical benchmarking exercise begins by identifying an area for improvement that can be expressed numerically. There are many examples--ROA, member growth, number of mortgage loans, capital to assets, and deposit accounts. The second step is to search a credit union database to identify the best-practice standard for this single variable. The third step is to develop a strategy to achieve (or move toward) best practice. There are at least three reasons why this procedure is flawed.
In the quest for a benchmark, there's no particular reason to fixate on the most superior credit union that is dubbed "best practice." In fact, there might be good reasons to adopt a benchmark partner that is superior, but not the very best. For example, the very best credit union might be an "outlier" due to idiosyncratic circumstances or errors in the data. A less than best practice benchmark might be appropriate as a more realistic target or an interim goal. A more reliable benchmark might come from a dense area of the frequency distribution where it's evident that a number of credit unions are able to achieve the standard. Although single variable benchmarks don't represent a best practice in benchmarking, they can provide some insights if used cautiously. They do have the advantage of being a single number, they're easy to interpret, and easy to calculate. Rather than generate a single best-practice value, however, it's much more valuable to generate a histogram that includes a full set of inferior and superior credit unions. The two histograms of asset growth in Figure 1 illustrate this enhanced approach to single variable benchmarking. Suppose that one objective is to evaluate the credit union's performance in achieving asset growth. Is the top histogram or the bottom histogram the better credit union? Each might have a similar number of superior and inferior credit unions. Each might have the same best practice credit union. Notice that the in the top histogram, however, the superior credit unions tend to be close to credit union A--they're not superior by very much. The inferior credit unions tend to far from credit union A--they're inferior by a lot. The bottom histogram exhibits the opposite pattern. Credit union A (the top histogram) is performing better than credit union B. To obtain an overall evaluation of performance, it's necessary to interpret a credit union's position relative to the performance of better and worse credit unions. Suppose that a second objective is to identify a benchmark for asset growth. Rather than presume that the obvious standard is the credit union that has achieved the highest asset growth, the enhanced approach to benchmarking recommends that less than best practice credit unions be considered. In the second histogram in Figure 1, there might be good reasons to select a benchmark from credit unions in the highest bar toward the middle of the distribution of superior credit unions. Compared to the bar that corresponds to best practice, this benchmark might be a more realistic choice, and the fact that a large number of credit unions are able to achieve this standard gives it added credibility. In summary, single variable benchmarks do have some advantages and they can be useful if used cautiously. The enhanced approach to single variable benchmarks focuses on the distribution of better and worse credit unions. This framework provides an assessment of performance in terms of the single variable and a basis for selecting a benchmark goal to improve performance. Power Benchmarking Power Benchmarking is a technique to generate a numerical benchmark for a credit union's overall business plan. Rather than focusing on a single variable such as asset growth, Power Benchmarking generates a benchmark based on the resources a credit union has to work with and the services it offers members. Power Benchmarking has the following advantages:
The first step is to characterize a credit union in terms of its resources and the services or outputs that it offers members. This quantifies the mission or the business plan. A credit union might be interested in alternative specifications depending on the objective of the analysis. Figures 2 and 3 illustrate two of many possibilities. Figure 2 focuses on financial performance. The resources are total assets. The outputs are net income, asset growth, and capital to assets. The cloud over the top represents controls. Benchmarks are generated based on credit unions with a similar number of branches, a similar ratio of mortgage loans to total loans, and a community charter. Figure 3 focuses on providing services to members. Resources are total assets, income from capital, and fee income. Service outputs are quantity of loans, interest rate on loans (lower is better), quantity of deposit accounts, interest rate on deposit accounts (higher is better), variety of services, and the number of transactions (measured by the number of share draft accounts). The controls are the same as in Figure 2. The objective is to benchmark a credit union's performance in terms of its multiple input (resources)/multiple output (services) business plan and to generate a single numerical value. The Peer Group Family Tree for Credit Union A in Figure 4 illustrates the approach. Credit Unions C, D, F, and G are high performing peers for Credit Union A. These credit unions outperform Credit Union A in terms of its business plan, and they're able to achieve this using the same or fewer resources. Credit Unions E and I are low performing peers for Credit Union A. These credit unions underperform Credit Union A in terms of its business plan, and they use the same or more resources than Credit Union A. Measures of distance are required to convert the high and low performing peers into single-number benchmarks. High Performing Peer A credit union is a high performing peer if it produces more of all outputs with the same or fewer inputs. Consider the meaning of a high performing peer (HPP) in the context of the service-to-member business plan illustrated in Figure 3. A credit union is a HPP for Credit Union A if it provides more loans at a lower interest rate, more deposit accounts at a higher interest rate, greater variety of services, more transactions, and has a lower operating expense. Consider the significance of a HPP:
Low Peforming Peer (LPP) A credit union is a low-performing peer if it produces fewer of all outputs with the same or more inputs. Consider the meaning of a LPP in the context of the service-to-member business plan illustrated in Figure 3. A credit union is a LPP for Credit Union A if it provides fewer loans at a higher interest rate, fewer deposit accounts at a lower interest rate, less variety of services, fewer transactions, and has a higher operating expense. Consider the significance of LPPs:
Measure of Performance A good measure of performance includes HPPs, LPPs, and a measure of distance. The distance measure captures the fact that some HPPs are more superior than other HPPs, and likewise for LPPs. Figure 5 illustrates the measure of distance for a simple specification where loans and deposits are the only outputs, and Credit Unions B, C and D use fewer resources than Credit Union A. Credit Unions B, C, and D are all HPPs for Credit Union A, but they're not necessarily equivalent. Credit Union B provides twice as many loans and twice as many deposits as Credit Union A, and it has a distance measure equal to 2. Credit Union C provides 1.5 times as many loans and deposits as Credit Union A, and it has a distance measure equal to 1.5. Credit Union D provides 1.5 times as many loans and twice as many deposits as Credit Union A, and it has a distance measure equal to 1.5. When the performance differential doesn't come out evenly across outputs, the distance measure is the smaller differential that captures the maximum equiproportionate expansion that Credit Union A could achieve relative to Credit Union D in this case. Figure 6 illustrates the analogous procedure for LPPs. Credit Unions E, F, and G use more resources than Credit Union A and produce fewer loans and deposits. They're LPPs for Credit Union A. Credit Union E, for example, produces 0.75 of the loans of Credit Union A and 0.75 of the deposits of Credit Union A, and it has a distance measure of 0.75. The distance measures for Credit Unions F and G are apparent based on the previous discussion. Power Benchmarks Figure 7 illustrates the LPPs and HPPs for Credit Union A according to their distance measures, and Figure 8 illustrates a sample histogram of LPPs and HPPs using the distance measures. These just happen to be the same histograms as were used to illustrate single-variable benchmarks. They are merely illustrative. Consider the significance of the Power Benchmark histograms:
Questions and Answers
|
|||||||||||
|
Copyright © 2008 - Credit Union National Association, Inc. |
|||||||||||