World's Best Scientists 2026 revealed!

D-Index & Metrics

Mathematics

D-Index
33
Citations
3886
World Ranking
3067
National Ranking
31

Overview

Carlile Lavor is affiliated with the State University of Campinas in Brazil and actively contributes to research in the fields of Computer Science and Mathematics. Their scholarly work spans a diverse range of topics, with a notable focus on computational geometry, algebraic methods, and optimization algorithms.

Their primary areas of research interest include:

  • Computational Geometry and Mesh Generation
  • Algebraic and Geometric Analysis
  • Digital Image Processing Techniques
  • Advanced Optimization Algorithms Research
  • Advanced Topics in Algebra
  • Robotic Path Planning Algorithms
  • Polynomial and algebraic computation

Carlile Lavor has contributed significantly to several publication venues. Frequent places of publication include:

  • arXiv (Cornell University)
  • Mathematical Methods in the Applied Sciences
  • Journal of Global Optimization
  • Quantum Information Processing
  • Linear Algebra and its Applications

Their recent published papers demonstrate a focus on distance geometry, algebraic approaches, and optimization problems. Noteworthy papers include:

  • "Linear and geometric algebra approaches for sphere and spherical shell intersections in ℝⁿ," 2021, Expert Systems with Applications
  • "On the estimation of unknown distances for a class of Euclidean distance matrix completion problems with interval data," 2020, Linear Algebra and its Applications
  • "Unassigned distance geometry and molecular conformation problems," 2021, Journal of Global Optimization
  • "A New Algorithm for the DMDGP Subclass of Distance Geometry Problems with Exact Distances," 2021, Algorithmica
  • "Current survey of Clifford geometric algebra applications," 2022, Mathematical Methods in the Applied Sciences

Carlile Lavor collaborates with several frequent coauthors in their research efforts. These include:

  • Leo Liberti
  • Michael Souza
  • Rafael Alves
  • Antonio Mucherino
  • Dietmar Hildenbrand

The subfields of study they work within highlight areas such as:

  • Computer Graphics and Computer-Aided Design
  • Computational Theory and Mathematics
  • Computer Vision and Pattern Recognition
  • Applied Mathematics
  • Numerical Analysis

This profile reflects Carlile Lavor's academic scope and areas of active research as captured in recent publication data and collaborative networks.

Best Publications

  • Euclidean Distance Geometry and Applications

    Leo Liberti;Carlile Lavor;Nelson Maculan;Antonio Mucherino

  • The discretizable molecular distance geometry problem

    Carlile Lavor;Leo Liberti;Nelson Maculan;Antonio Mucherino

  • A Branch-and-Prune algorithm for the Molecular Distance Geometry Problem

    Leo Liberti;Carlile Lavor;Nelson Maculan

  • Distance Geometry: Theory, Methods and Applications

    Antonio Mucherino;Carlile Lavor;Leo Liberti;Nelson Maculan

  • Molecular distance geometry methods: from continuous to discrete

    Leo Liberti;Carlile Lavor;Antonio Mucherino;Nelson Maculan

  • The interval Branch-and-Prune algorithm for the discretizable molecular distance geometry problem with inexact distances

    Carlile Lavor;Leo Liberti;Antonio Mucherino

  • Recent advances on the discretizable molecular distance geometry problem

    Carlile Lavor;Leo Liberti;Nelson Maculan;Antonio Mucherino

  • The discretizable distance geometry problem

    Antonio Mucherino;Carlile Lavor;Leo Liberti

  • Discretization orders for distance geometry problems

    Carlile Lavor;Jon Lee;Audrey Lee-St. John;Leo Liberti

  • A Function to Test Methods Applied to Global Minimization of Potential Energy of Molecules

    Carlile Lavor;Nelson Maculan

  • Molecular distance geometry problems

    Leo Liberti;Carlile Lavor

  • On the number of realizations of certain Henneberg graphs arising in protein conformation

    Leo Liberti;Benoít Masson;Jon Lee;Carlile Lavor

  • An algorithm to enumerate all possible protein conformations verifying a set of distance constraints

    Andrea Cassioli;Benjamin Bardiaux;Benjamin Bardiaux;Guillaume Bouvier;Guillaume Bouvier;Antonio Mucherino

  • Improving methods for epidemiological control of canine visceral leishmaniasis based on a mathematical model. Impact on the incidence of the canine and human disease

    Clarisa B. Palatnik-de-Sousa;Leopoldina M. Batista-de-Melo;Gulnara P. Borja-Cabrera;Marcos Palatnik

  • Computational Experience with the Molecular Distance Geometry Problem

    Carlile Lavor;Leo Liberti;Nelson Maculan

  • Discretization vertex orders in distance geometry

    Andrea Cassioli;Oktay Günlük;Carlile Lavor;Leo Liberti

  • A GA-Simplex Hybrid Algorithm for Global Minimization of Molecular Potential Energy Functions

    Helio J. C. Barbosa;Carlile C. Lavor;Fernanda M. P. Raupp

  • Euclidean Distance Geometry

    Leo Liberti;Carlile Lavor

  • On generating Instances for the Molecular Distance Geometry Problem

    Carlile Lavor

  • Assigned and unassigned distance geometry: applications to biological molecules and nanostructures

    Simon J. L. Billinge;Simon J. L. Billinge;Phillip M. Duxbury;Douglas Soares Gonçalves;Carlile Lavor

  • Molecular Distance Geometry Problem

    Unknown

  • The Discretizable Molecular Distance Geometry Problem

    Carlile Lavor;Leo Liberti;Nelson Maculan

Frequent Co-Authors

Leo Liberti
Leo Liberti École Polytechnique
Michael Nilges
Michael Nilges Université Paris Cité
Jon Lee
Jon Lee University of Michigan–Ann Arbor
Simon J. L. Billinge
Simon J. L. Billinge Columbia University
Nenad Mladenović
Nenad Mladenović Khalifa University
José Mario Martínez
José Mario Martínez State University of Campinas
Maxim Sviridenko
Maxim Sviridenko Yahoo (United States)
Bruce R. Donald
Bruce R. Donald Duke University
El-Ghazali Talbi
El-Ghazali Talbi University of Lille

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