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Jean Serra

Jean Serra

Overview

Jean Serra is affiliated with Mines ParisTech in France and focuses their research primarily within the field of medicine, with a strong emphasis on surgery and oncology. Their scholarly output covers a broad range of topics related to colorectal cancer, surgical treatments, and related health conditions.

Their recent scholarly contributions include the following papers:

  • Short-term outcomes of chemoradiotherapy and local excision versus total mesorectal excision in T2-T3ab,N0,M0 rectal cancer: a multicentre randomised, controlled, phase III trial (the TAU-TEM study), 2022, Annals of Oncology
  • Efficacy and Safety of Nonantibiotic Outpatient Treatment in Mild Acute Diverticulitis (DINAMO-study), 2021, Annals of Surgery
  • Transanal versus laparoscopic total mesorectal excision for mid and low rectal cancer (Ta-LaTME study): multicentre, randomized, open-label trial, 2022, British journal of surgery
  • Desgaste profesional o burnout en los residentes de Cirugía General. Encuesta de la Asociación Española de Cirujanos, 2020, Cirugía Española
  • Completion Surgery in Unfavorable Rectal Cancer after Transanal Endoscopic Microsurgery: Does It Achieve Satisfactory Sphincter Preservation, Quality of Total Mesorectal Excision Specimen, and Long-term Oncological Outcomes?, 2020, Diseases of the Colon & Rectum

The main research topics they have addressed comprise:

  • Colorectal Cancer Surgical Treatments
  • Colorectal Cancer Screening and Detection
  • Cardiac, Anesthesia and Surgical Outcomes
  • Anorectal Disease Treatments and Outcomes
  • Colorectal and Anal Carcinomas
  • Gastric Cancer Management and Outcomes
  • Diverticular Disease and Complications

Jean Serra collaborates frequently with several coauthors, including:

  • Laura Mora
  • Anna Pallisera-Lloveras
  • Salvador Navarro-Soto
  • Albert García-Nalda
  • Jesus Badía-Closa

Their research has been published extensively in specific venues, highlighting a consistent presence in journals focused on surgery and colorectal diseases. Frequent publication venues include:

  • Cirugía Española
  • Cirugía Española (English Edition)
  • Colorectal Disease
  • Minerva Surgery
  • Actas Urológicas Españolas (English Edition)

The subfields of study within medicine where Jean Serra's research contributions are concentrated include:

  • Surgery
  • Oncology
  • Pulmonary and Respiratory Medicine
  • Cardiology and Cardiovascular Medicine
  • General Health Professions

Best Publications

  • Image Analysis and Mathematical Morphology

    Jean Serra

  • Introduction to mathematical morphology

    Jean Serra

  • Flat zones filtering, connected operators, and filters by reconstruction

    P. Salembier;J. Serra

  • An overview of morphological filtering

    Jean Serra;Luc Vincent

  • Mathematical morphology and its applications to image processing

    Jean Serra;Pierre Soille

  • Connected operators and pyramids

    Jean C. Serra;Philippe Salembier

  • Morphological filtering: an overview

    Jean Serra

  • Automatic analysis of DNA microarray images using mathematical morphology.

    Jesús Angulo;Jean Serra

  • Morphological operators on the unit circle

    A.G. Hanbury;J. Serra

  • Theoretical aspects of morphological filters by reconstruction

    José Crespo;Jean Serra;Ronald W. Schafer

  • Connectivity on Complete Lattices

    Jean Serra

  • A Lattice Approach to Image Segmentation

    Jean Serra

  • The texture analyser

    J. C. Klein;J. Serra

  • Mathematical Morphology in the HLS Colour Space

    Allan Hanbury;Jean Serra

  • Morphological multiscale image segmentation

    Philippe Salembier;Jean C. Serra

  • Color segmentation by ordered mergings

    J. Angulo;J. Serra

  • Modelling and segmentation of colour images in polar representations

    Jesús Angulo;Jean Serra

  • MATHEMATICAL MORPHOLOGY IN THE CIELAB SPACE

    Allan Hanbury;Jean Serra

  • The flat zone approach: a general low-level region merging segmentation method

    José Crespo;Ronald W. Schafer;Jean Serra;Cristophe Gratin

  • Connections for sets and functions

    Jean Serra

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