Obolski Uri, Dellus-Gur Eynat, Stein Gideon Y, Hadany Lilach
Department of Molecular Biology and Ecology of Plants, Tel-Aviv University, Israel.
Internal Medicine "B", Beilinson Hospital, Rabin Medical Center, Petah Tikva and Sackler Faculty of Medicine, Tel Aviv, Israel.
Infect Genet Evol. 2016 Jun;40:155-161. doi: 10.1016/j.meegid.2016.02.017. Epub 2016 Feb 13.
Antibiotic resistance is an important public health issue, and vast resources are invested in researching new ways to fight it. Recent experimental works have shown that resistance to some antibiotics can result in increased susceptibility to others, namely induce cross-sensitivity. This phenomenon could be utilized to increase efficiency of antibiotic treatment strategies that minimize resistance. However, as conditions in experimental settings and in the clinic may differ substantially, the implications of cross-sensitivity for clinical settings are not guaranteed and should be examined.
In this work we analyzed data of Escherichia coli isolates from patients' blood, sampled in Rabin Medical Center, Israel, to examine co-occurrence of resistance to antibiotics in the clinic. We compared the co-occurrence patterns with cross-sensitivity patterns observed in the lab.
Our data showed only positively associated occurrence of resistance, even with antibiotics that were shown to induce cross-sensitivity in laboratory conditions. We used a mathematical model to examine the potential effects of cross-sensitivity versus co-occurrence on the spread of drug resistance.
We conclude that resistance frequencies in the clinic can have a substantial effect on the success of treatment strategies, and should be considered alongside experimental evidence of cross-sensitivity.
抗生素耐药性是一个重要的公共卫生问题,人们投入了大量资源来研究对抗它的新方法。最近的实验研究表明,对某些抗生素的耐药性可能会导致对其他抗生素的敏感性增加,即诱导交叉敏感性。这种现象可用于提高抗生素治疗策略的效率,以尽量减少耐药性。然而,由于实验环境和临床环境可能存在很大差异,交叉敏感性对临床环境的影响尚无定论,需要进行研究。
在这项研究中,我们分析了以色列拉宾医疗中心采集的患者血液中大肠杆菌分离株的数据,以研究临床中抗生素耐药性的共现情况。我们将共现模式与实验室中观察到的交叉敏感性模式进行了比较。
我们的数据显示,即使是在实验室条件下显示出诱导交叉敏感性的抗生素,耐药性的出现也仅呈正相关。我们使用数学模型来研究交叉敏感性与共现性对耐药性传播的潜在影响。
我们得出结论,临床中的耐药频率可能会对治疗策略的成功产生重大影响,应结合交叉敏感性的实验证据进行考虑。