Dirk Huylebrouck

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Person:236924

Available identifiers

zbMath Open huylebrouck.dirkMaRDI QIDQ236924

List of research outcomes

PublicationDate of PublicationType
Dark and Bright Mathematics2023-12-18Paper
Africa and mathematics. From colonial findings back to the Ishango rods2019-01-16Paper
A New Regular (Compound) Polyhedron (of Infinite Kepler-Poinsot Type)2018-07-13Paper
Brussels' skew sphere2018-07-06Paper
Leibniz, a Sorb2017-12-08Paper
In memoriam: Slavik Jablan 1952--20152017-09-27Paper
Provable or not? The limit 0,639578175\(\ldots\)2015-12-10Paper
Nonagons in the Hagia Sophia and the Selimiye Mosque2015-12-04Paper
Generalizing Wallis’ Formula2015-11-05Paper
Observations about Leonardo's drawings for Luca Pacioli2015-07-31Paper
Math is \textit{formidable}2014-07-08Paper
A way to prove the irrationality of Zeta(4)2014-06-13Paper
Ein Fehler von Leonardo2013-07-10Paper
Lost in enumeration: Leonardo da Vinci's slip-ups in arithmetic and mechanics2013-02-15Paper
https://portal.mardi4nfdi.de/entity/Q28892982012-06-06Paper
https://portal.mardi4nfdi.de/entity/Q30750882011-02-10Paper
The ISShango project2009-03-03Paper
https://portal.mardi4nfdi.de/entity/Q27811882002-04-28Paper
More true applications of the golden number2002-03-05Paper
Similarities in Irrationality Proofs for π, ln2, ζ(2), and ζ(3)2001-10-29Paper
The \(\pi\)-room in Paris1997-10-09Paper
Simon Stevin's statue1997-07-23Paper
The bone that began the space odyssey1997-04-23Paper
The generalized inverse of a sum with radical element: Applications1997-01-29Paper
Snellius's memorial stone1996-06-03Paper
Van Ceulen's tombstone1996-06-03Paper
Captain Mangin-Bocquet's contribution to mathematics1994-05-10Paper
Equivalence of von Neumann regular and idempotent matrices1994-05-03Paper
A note on conjugate Toeplitz matrices1990-01-01Paper
The moore-penrose inverse of a matrix over a semi-simple artinian ring with respect to an involution1988-01-01Paper
Diagonalisation of idempotent matrices1987-01-01Paper
Generalized inverses of a sum with a radical element1986-01-01Paper
The moore-penrose inverse of a matrix over a semi-simpie artinian ring1984-01-01Paper

Research outcomes over time


Doctoral students

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