Sunday, August 11, 2019
WEEK 8 DISCUSSION PART 1 Essay Example | Topics and Well Written Essays - 500 words
WEEK 8 DISCUSSION PART 1 - Essay Example In addition, the researchers used generalized themes to organize the data in a coherent manner (Branthwaite, & Patterson, 2011). Unlike Jacobson, Krause use a closed hypothesis by assuming that people engage in Medicare fraud for economic purpose only. On the other hand, Jacobson approaches the study through an all-inclusive hypothesis that assumes variation in the reasons for engagement in Medicare fraud. Both articles have similar approach in data representation. The two researchers rely on statistics to represent as the main segment of their data. Statistical facts and other numerical constants are the main numerical facts presented by the researchers. However, the two articles have a slight variation in their interpretation of data. Krause relies on limits to prove most of her arguments. For instance, she claims that the US government spent over $2.5 trillion on health care in 2009. The numerical values are not accurate but they represent the margin of the lowest or minimal value. To enhance accuracy or reduce workload, researchers are tempted to exclude some variables or restructure their variable space. Similarly, the two articles indicate a great deal of variable space shrinkage. For instance, Krause ignores the efforts of judicial system in cubing Medicare fraud. On the other hand, Jacobson consider time as the most significant variable in his analysis. Research constraints and the inability to apply all variables encountered in a given study is the main source of weaknesses or limitations in a research. For the purpose of future studies, researchers are encouraged to highlight some of the limitation in their studies. Both articles have significant limitation or disagreements between theoretical and actual inferences. However, both researchers have different approaches in reporting limitations encountered in their studies. Unlike Krause, Jacobsonââ¬â¢s article has discrete statements that describe the limitations
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