5 citations · 9 across the 12 of their papers we have counts for
19 papers
Counting appearances of integers in sets of arithmetic progressions
Florian Pausinger
The sequence of The On-Line Encyclopedia of Integer Sequences is defined as with being the determinant of the matrix whose diagonal…
Explicit lower bounds for opaque sets of unit square and unit disc
Markus Kiderlen, Florian Pausinger
Explicit lower bounds for the length of the shortest opaque set for the unit disc and the unit square in the Euclidean plane are derived. The results are based on an explicit appli…
Symmetry groups and deformations of sums of exponentials
Florian Pausinger, David Petrecca
We study the symmetry groups and winding numbers of planar curves obtained as images of weighted sums of exponentials. More generally, we study the image of the complex unit circle…
Learn2Extend: Extending sequences by retaining their statistical properties with mixture models
Dimitris Vartziotis, George Dasoulas, Florian Pausinger
This paper addresses the challenge of extending general finite sequences of real numbers within a subinterval of the real line, maintaining their inherent statistical properties by…
On the symmetry of finite sums of exponentials II
Florian Pausinger, Dimtris Vartziotis
In this note we extend our study of the rich geometry of the graph of a curve defined as the weighted sum of two exponentials. Let be de…
On the expected L2-discrepancy of jittered sampling
Nathan Kirk, Florian Pausinger
For , a jittered sample of points can be constructed by partitioning into axis-aligned equivolume boxes and placing one point independe…