This paper investigates the effects of five-day workweek and other forms of workweek on tourism demand using a class of maximum-likelihood regression estimators for count data. Estimators for the Poisson and modified Poisson models are illustrated. The analysis suggests that the zero inflated Poisson model(ZIP) is the most satisfactory of all those considered. On the basis of the results from ZIP, the five-day workweek variable may lead to a 14.0% increase in tourism demand, comparing to those working under six-day workweek. The effect of five-day workweek every two weeks on tourism demand is statistically null comparing to the counter part, while the demand of those not associated with this system decreases by 13.4%. The model was used to yield a total of 31.8 million visits as a net increase of tourism demand stemming from the five-day workweek.
ABSTRACT
Ⅰ. 서론
Ⅱ. 이론 및 모형적합성
Ⅲ. 자료 및 모형추정
Ⅳ. 결론
참고문헌
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