Hepatectomy With or Without the Thoraco-abdominal Approach
- Conditions
- SurgeryLiver TumorsHepatectomyLiver Resection
- Interventions
- Procedure: Hepatectomy
- Registration Number
- NCT03171428
- Lead Sponsor
- University of Milan
- Brief Summary
The performance of hepatectomy for liver tumors using the thoraco-abdominal approach (TAA) versus the abdominal approach (AA) is still debated.
The aim of the study is the analysis of the perioperative outcome of patients operated with or without the TAA for liver tumors.
- Detailed Description
The prospectively maintained database was queried. A 1:1 propensity score-matched analysis was applied. Among 744 patients, 246 undergoing hepatectomy with TAA and 246 undergoing hepatectomy with AA were compared. These patients were matched for baseline characteristics, underlying liver disease, comorbidity, tumor features, and extent of the resection. The rates of morbidity and mortality were the study endpoints.
Recruitment & Eligibility
- Status
- COMPLETED
- Sex
- All
- Target Recruitment
- 744
- First liver surgery;
- Any type of malignant liver tumor, including hepatocellular carcinoma on cirrhosis.
- Previous history of liver surgery;
- Any type of benign liver tumor;
- Incomplete clinical, surgical, pathological or postoperative data;
- Patients treated with radiofrequency ablation alone or in combination with surgery were also excluded.
Study & Design
- Study Type
- OBSERVATIONAL
- Study Design
- Not specified
- Arm && Interventions
Group Intervention Description AA Hepatectomy Abdominal Approach: those patients with liver tumors operated with the abdominal approach (without the thoracotomy) TAA Hepatectomy Thoraco-Abdominal Approach: those patients with liver tumors operated with the thoracic-abdominal approach
- Primary Outcome Measures
Name Time Method Short-term outcome: Occurrence of postoperative complications or death after surgery Within 90-days after the operation Occurrence of postoperative complications or death after surgery
- Secondary Outcome Measures
Name Time Method