| Literature DB >> 31824994 |
Yuxin Guo1, Ek-Khoon Tan1, Nicholas L Syn1, Thinesh-Lee Krishnamoorthy2, Chee-Kiat Tan2, Reina Lim2, Ser-Yee Lee1, Chung-Yip Chan1, Peng-Chung Cheow1, Alexander Y F Chung1, Prema Raj Jeyaraj1, Brian K P Goh1,3.
Abstract
BACKGROUNDS/AIMS: Repeat liver resection (RLR) and salvage liver transplantation (SLT) are viable treatment options for recurrent hepatocellular carcinoma (HCC). With possibly superior survival outcomes than RLR, SLT is however, limited by liver graft availability and poses increased perioperative morbidity. In this study, we seek to compare the outcomes of RLR and SLT for patients with recurrent HCC.Entities:
Keywords: Hepatocellular carcinoma; Propensity score; Repeat liver resection; Salvage liver transplantation; Survival analysis; Tumour recurrence
Year: 2019 PMID: 31824994 PMCID: PMC6893044 DOI: 10.14701/ahbps.2019.23.4.305
Source DB: PubMed Journal: Ann Hepatobiliary Pancreat Surg ISSN: 2508-5859
Patient characteristics at time of recurrence before salvage transplant or repeat liver resection for recurrent HCC
AFP, alpha-fetoprotein; RFA, radiofrequency ablation; TACE, transarterial chemoembolization; Y-90, Yttrium-90 microspheres radioembolization
*Wait time, time from date of recurrence to date of operation
Post-operative outcomes of patients with recurrent HCC after salvage liver transplant and repeat liver resection
ICU, intensive care unit; LOS, length of stay; RFS, recurrence-free survival; OS, overall survival; IQR, interquartile range; NR, not reached; NE, not estimable; OR, odds ratio; MD, difference in medians; HR, hazard ratio; SHR, subhazard ratio; CIF, cumulative incidence function
‡Model-predicted proportions, medians, and rates were obtained using post-estimation commands immediately after adjusting for the linear predictor of propensity scores. All values given in brackets represent 95% confidence intervals unless specified otherwise
*p-value from likelihood ratio test for the difference between independent proportions, since the P value corresponding to the odds ratio from logistic regression cannot be estimated
+Estimated hazard ratio may not be valid due to significant deviation from proportional hazards requirement