Department of Neurology, Hannover Medical School, 30625 Hannover, Germany.
Department of Neurology, University of Ulm, 89081 Ulm, Germany.
Cells. 2021 Nov 6;10(11):3056. doi: 10.3390/cells10113056.
Free light chains (FLC) are a promising biomarker to detect intrathecal inflammation in patients with inflammatory central nervous system (CNS) diseases, including multiple sclerosis (MS). The diagnostic use of this biomarker, in particular the kappa isoform of FLC ("KFLC"), has been investigated for more than 40 years. Based on an extensive literature review, we found that an agreement on the correct method for evaluating KFLC concentrations has not yet been reached. KFLC indices with varying cut-off values and blood-CSF-barrier (Q) related non-linear formulas for KFLC interpretation have been investigated in several studies. All approaches revealed high diagnostic sensitivity and specificity compared with the oligoclonal bands, which are considered the gold standard for the detection of intrathecally synthesized immunoglobulins. Measurement of KFLC is fully automated, rater-independent, and has been shown to be stable against most pre-analytic influencing factors. In conclusion, the determination of KFLC represents a promising diagnostic approach to show intrathecal inflammation in neuroinflammatory diseases. Multicenter studies are needed to show the diagnostic sensitivity and specificity of KFLC in MS by using the latest McDonald criteria and appropriate, as well as standardized, cut-off values for KFLC concentrations, preferably considering non-linear formulas such as Reiber's diagram.
游离轻链(FLC)是一种有前途的生物标志物,可用于检测炎症性中枢神经系统(CNS)疾病患者的鞘内炎症,包括多发性硬化症(MS)。这种生物标志物的诊断用途,特别是 FLC 的 κ 同工型(“KFLC”),已经研究了 40 多年。基于广泛的文献回顾,我们发现,对于评估 KFLC 浓度的正确方法尚未达成共识。在几项研究中,已经研究了具有不同截断值的 KFLC 指数和与血脑屏障(Q)相关的 KFLC 解释非线性公式。与寡克隆带相比,所有方法都显示出较高的诊断敏感性和特异性,寡克隆带被认为是检测鞘内合成免疫球蛋白的金标准。KFLC 的测量完全自动化,不受评估者影响,并且已被证明对大多数分析前影响因素具有稳定性。总之,KFLC 的测定代表了一种有前途的诊断方法,可以显示神经炎症性疾病中的鞘内炎症。需要进行多中心研究,以使用最新的 McDonald 标准以及适当和标准化的 KFLC 浓度截断值来显示 MS 中 KFLC 的诊断敏感性和特异性,最好考虑使用 Reiber 图等非线性公式。