-
Edmund Hlawka (5
November 1916,
Bruck an der Mur,
Styria – 19
February 2009) was an
Austrian mathematician. He was a
leading number theorist.
Hlawka did...
- this is the quasi-Monte
Carlo method. A
remarkable result, the Koksma–
Hlawka inequality (stated below),
shows that the
error of such a
method can be...
- In mathematics, the Minkowski–
Hlawka theorem is a
result on the
lattice ****ng of
hyperspheres in
dimension n > 1. It
states that
there is a
lattice in...
-
Observatory F. Börngen, L. D.
Schmadel · 6.7 km MPC · JPL 10763
Hlawka 1990 TH13
Hlawka October 12, 1990
Tautenburg Observatory L. D. Schmadel, F. Börngen...
-
decays faster than that of true
random sampling, as
quantified by the Koksma–
Hlawka inequality.
Empirically it
allows the
reduction of both
estimation error...
- Minkowski's
bound Minkowski's
theorem in
geometry of
numbers Minkowski–
Hlawka theorem Minkowski–Steiner
formula Smith–Minkowski–Siegel m****
formula Proper...
-
University of Vienna,
where he
received his PhD,
which was
supervised by
Edmund Hlawka, in 1955.
Wolfgang Schmidt is a
Professor Emeritus from the
University of...
- Siegel–Shidlovsky
theorem Siegel–Walfisz
theorem Siegel's
theorem (Minkowski–
Hlawka theorem) O'Connor, John J.; Robertson,
Edmund F., "Carl
Ludwig Siegel",...
-
proportional to the
discrepancy of the set x1, ..., xN. Specifically, the Koksma–
Hlawka inequality states that the
error ε = | ∫ [ 0 , 1 ] s f ( u ) d u − 1 N ∑...
-
Geometry of Numbers. Macmillan. (Republished in 1964 by Dover.)
Edmund Hlawka,
Johannes Schoißengeier,
Rudolf Taschner.
Geometric and
Analytic Number...
