基于非整秩次RSR法的刨花润楠观赏性评价
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摘要
将非整秩次RSR法应用于梅州地区25株野生刨花润楠的观赏性评价分析.评价结果显示,25株刨花润楠被评为3个等级.其中,综合水平为优等级的有4株(2014-18,2012-02,2015-19,2012-01);综合水平为差等级的有3株(2014-10,2014-12,2014-11);其余18株为良等级,且所评等级通过了差异性显著性检验.将评选结果与实际图片对照发现,非整秩次RSR法得到的结果合理.说明,非整秩次RSR法可推广应用于植物观赏性综合评价中.
In this research, the non-integral RSR method is applied to evaluate and we analyze the ornamental of 25 wild Machilus paunoi Kaneniras in Meizhou district. The result show that 25 wild Machilus paunoi Kaneniras are classified into 3 levels. There are 4 strains(2014-18, 2012-02, 2015-19, 2012-01) of excellent level. There are 3 strains(2014-10, 2014-12, 2014-11) of poor level. And the remaining 18 strains were of good grade. In addition, the ranking results have passed the difference significance test. Furthermore, comparing the results with the actual pictures, it was found that the result obtained by the non-integral RSR method are reasonable. Therefore, the non-integral RSR method can be applied to the plant ornamental comprehensive evaluation.
In this research, the non-integral RSR method is applied to evaluate and we analyze the ornamental of 25 wild Machilus paunoi Kaneniras in Meizhou district. The result show that 25 wild Machilus paunoi Kaneniras are classified into 3 levels. There are 4 strains(2014-18, 2012-02, 2015-19, 2012-01) of excellent level. There are 3 strains(2014-10, 2014-12, 2014-11) of poor level. And the remaining 18 strains were of good grade. In addition, the ranking results have passed the difference significance test. Furthermore, comparing the results with the actual pictures, it was found that the result obtained by the non-integral RSR method are reasonable. Therefore, the non-integral RSR method can be applied to the plant ornamental comprehensive evaluation.
引文
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[12]张冬生,谢金兰,叶雪兰,等.基于层次分析法与熵技术法的野生刨花润楠观赏性评价[J].林业与环境科学,2016,32(1):23~30
[2]田调凤.RSR法中的分档问题[J].中国卫生统计,1993(2):26~28
[3]史建平,古丽扎尔·艾海提,刘万里,等.秩和比法对某医院10年医疗质量的综合评价与分析[J].中国卫生统计,2013,30(3):416~417
[4]周琴.非整秩次秩和比法综合评价医院工作效率[J].中国卫生统计,2016(1):146~147
[5]李滨,丁善飞.采用非整秩次秩和比法综合评价麻疹监测系统质量[J].浙江预防医学,2017,(11):1133~1135
[6]戈早川,徐春华.非整秩次秩和比法初探[J].数理医药学杂志,1999,(3):244~245
[7]靳涛,付忠广,满若岩,等.火电厂综合评估的模糊评价法[J].热能动力工程,2010,25(5):473~477
[8]王文元,史国旭,周文强,等.熵AHP法对鸢尾宿根花卉的综合评价[J].中国农学通报,2012,29(16):292~298
[9]杜晓华,刘会超,张风娟.层次分析法在三色堇观赏性评价中的应用[J].东北农业大学学报,2012,43(10):166~171
[10]宋爱春,孙玉红,刘月华,等.北京地区樱花景观价值综合评价[J].西北林学院学报,2014,29(1):201~205
[11]李团结,李淑娟,杨玉惠,等.关中地区春季色叶植物观赏性评价[J].西北林学院学报,2014,29(6):255~259
[12]张冬生,谢金兰,叶雪兰,等.基于层次分析法与熵技术法的野生刨花润楠观赏性评价[J].林业与环境科学,2016,32(1):23~30