Search results for "Preserving Surgery"
showing 3 items of 3 documents
Radical vaginal trachelectomy (RVT) combined with laparoscopic lymphadenectomy: Prospective study of 225 patients with early-stage cervical cancer
2011
Objective: The aim of the study was to prove the surgical and oncological safety of radical vaginal trachelectomy (RVT) and laparoscopic lymphadenectomy for patients with early-stage cervical cancer who are seeking parenthood. Methods: A database of 225 patients with early-stage cervical cancer and intention to treat by RVT after laparoscopic lymphadenectomy was prospectively maintained. A total of 212 patients were treated according to the protocol. The procedure was preformed in a standardized manner, and life table analysis was applied. Results: In the cohort of patients treated according to protocol, 8 recurrences occurred and 4 patients died from recurrence. The median follow-up time w…
Microsurgical testis-sparing surgery in small testicular masses: seven years retrospective management and results
2012
OBJECTIVE To retrospectively evaluate the clinical outcomes of 20 patients diagnosed with a nonpalpable or small testicular mass (2 cm) at 2 academic urological department. Testis-sparing surgery (TSS) is currently performed routinely for the management of nonpalpable testicular masses. High reliability of frozen section examination (FSE) and high-frequency ultrasound (US) and the adoption of microsurgical techniques improved safety and feasibility of this technique.METHODS From January 2004 to March 2011, 23 patients underwent microsurgical TSS. An inguinal approach was performed in 22 cases and a suprapubic incision in one bilateral case. All procedures were performed with an operating mi…
Finite type invariants of knots in homology 3-spheres with respect to null LP-surgeries
2017
We study a theory of finite type invariants for null-homologous knots in rational homology 3-spheres with respect to null Lagrangian-preserving surgeries. It is an analogue in the setting of the rational homology of the Goussarov-Rozansky theory for knots in integral homology 3-spheres. We give a partial combinatorial description of the graded space associated with our theory and determine some cases when this description is complete. For null-homologous knots in rational homology 3-spheres with a trivial Alexander polynomial, we show that the Kricker lift of the Kontsevich integral and the Lescop equivariant invariant built from integrals in configuration spaces are universal finite type i…