- Jean-Pierre
Sydler (1921-1988) was a
Swiss mathematician and a librarian, well
known for his work in geometry, most
notably on Hilbert's
third problem.
Sydler was...
- Børge
Jessen later extended Sydler's results to four dimensions. In 1990,
Dupont and Sah
provided a
simpler proof of
Sydler's result by
reinterpreting it...
- as
rectangular cuboids) or non-convex.
Orthogonal polyhedra were used in
Sydler (1965) in
which he
showed that any
polyhedron is
equivalent to a cube: it...
- dimensions, as
developed by
Schoute who
called it polygonometry. J.-P.
Sydler and Børge
Jessen studied orthoschemes extensively in
connection with Hilbert's...
- both P and Q must have the same Dehn
invariant as well as the same volume.
Sydler (1965)
extended this
result by
proving that the
volume and the Dehn invariant...
- have the same
volume and the same Dehn invariant. It was
later proven by
Sydler that this is the only
obstacle to dissection:
every two
Euclidean polyhedra...
- Education.
Summer 2006. Pospischil, Andreas; Djamei, Vahid; Rütten, Maja;
Sydler, Titus; and Vaughan, Lloyd. "Introduction to the
Swiss Way of
Teaching Veterinary...
-
Tijdschrift voor Diergeneeskunde. 138 (7): 26–33. PMID 23923656. Weibel, H;
Sydler, T; Brugnera, E; Voets, H;
Grosse Liesner, B; Sidler, X (Oct 2012). "Efficacy...
-
Falschlunger L. C. de
Villiers Max
Mayer Felix Hunn
Josef Glaser Fritz Bodenweber Henri Sydler Hofherr Max
Haase Philipp Burkart Manager:...
- 3–0 Italy La Chaux-de-Fonds,
Switzerland 15:00 (+1:00) Wyss 1' H.
Sydler 37' E.
Sydler 85'
Report Stadium: Parc des
Sports Attendance: 3,500 Referee: Oscar...
