Clément Laroche

PhD Student
ΕρΓΑ Lab
Division of Theoretical Computer Science
Department of Informatics & Telecommunications
National and Kapodistrian University of Athens
Panepistimiou Street 15784 Zografou
Room A5
claroche  [di uoa gr]

ATHENA Research & Innovation Center

Doctorant
Laboratoire ΕρΓΑ
Division d'Informatique Théorique
Départment d'Informatique et de Télécommunications
Université nationale et capodistrienne d'Athènes
Rue Panepistimiou 15784 Zografou
Salle A5
claroche  [di uoa gr]

Centre de Recherche ATHENA

Διδακτορικός Φοιτητής
Εργαστήριο Γεωμετρικών & Αλγεβρικών Αλγορίθμων
Τομέας Θεωρητικής Πληροφορικής
Tμήμα Πληροφορικής & Τηλεπικοινωνιών
Εθνικό Καποδιστριακό Πανεπιστήμιο Αθηνών
Πανεπιστημιούπολη 15784
Γραφείο A5
claroche  [di uoa gr]

Ερευνητικό Kέντρο "Αθηνά"

• Since 2016: PhD studies with Prof. Ioannis Z. Emiris,
• 2016: Master in Pure Mathematics at Univ. Paul-Sabatier, France,
• 2014: AGREG of Mathematics,
• 2012: Bachelor's degree at Univ. Paul-Sabatier, France.

• Depuis 2016 : Doctorat sous la direction du Professeur Ioannis Z. Emiris,
• 2016 : Master en Mathématiques Fondamentales à l'Univ. Paul-Sabatier, France,
• 2014 : Agrégation de Mathématiques,
• 2012 : Licence à l'Univ. Paul-Sabatier, France.

• 2016-2019: Διδακτορικές σπουδές με τον Κύριο Γιάννης Ζ. Εμίρης,,
• 2016: Μεταπτυχιακός τίτλος σε καθαρά μαθηματικά στο Univ. Paul-Sabatier, Γαλλία,
• 2014: AGREG,
• 2012: Πτυχίο στο Univ. Paul-Sabatier, Γαλλία.

• Implicitizing rational curves by the method of moving quadrics
• Matrix representations by means of interpolation
• Extending a Morse function to a non-orientable 3−manifold

• Implicitization of Varieties of High Codimension
• Implicitizing Rational Curves by the Method of Moving Quadrics
• Singular Points and Blow-ups

• Sparse Resultant (C++)
• Space Curve Implicitization (Maple)
• Graph module-rigidity (C++) 

• Implicitizing rational curves by the method of moving quadrics
• Matrix representations by means of interpolation
• Extending a Morse function to a non-orientable 3−manifold

• Implicitization of Varieties of High Codimension
• Implicitizing Rational Curves by the Method of Moving Quadrics
• Singular Points and Blow-ups (version française)

• Sparse Resultant (C++)
• Space Curve Implicitization (Maple)
• Graph module-rigidity (C++) 

• Implicitizing rational curves by the method of moving quadrics
• Matrix representations by means of interpolation
• Extending a Morse function to a non-orientable 3−manifold

• Implicitization of Varieties of High Codimension
• Implicitizing Rational Curves by the Method of Moving Quadrics
• Singular Points and Blow-ups

• Sparse Resultant (C++)
• Space Curve Implicitization (Maple)
• Graph module-rigidity (C++)