activity
20072022
most citedIs everything quantum spooky and weird? An exploration of popular communication about quantum science and technology in TEDx talks

18 citations · 27 across the 7 of their papers we have counts for

collaborators

7 papers

physics.ed-ph2022★ 18 cited

Is everything quantum spooky and weird? An exploration of popular communication about quantum science and technology in TEDx talks

Aletta Lucia Meinsma, Sanne Willemijn Kristensen, W. Gudrun Reijnierse +2

Researchers point to four potential issues related to the popularisation of quantum science and technology. These include a lack of explaining underlying quantum concepts of quantu…

stat.OT2019★ 5 cited

Variability in the interpretation of Dutch probability phrases - a risk for miscommunication

Sanne J. W. Willems, Casper J. Albers, Ionica Smeets

Verbal probability phrases are often used to express estimated risk. In this study, focus was on the numerical interpretation of 29 Dutch probability and frequency phrases, includi…

math.NT2010★ 2 cited

Finding simultaneous Diophantine approximations with prescribed quality

Wieb Bosma, Ionica Smeets

We give an algorithm that finds a sequence of approximations with Dirichlet coefficients bounded by a constant only depending on the dimension. The algorithm uses the LLL-algorithm…

math.NT2009★ 1 cited

Approximation Results for alpha-Rosen Fractions

Cor Kraaikamp, Ionica Smeets

In this article we generalize Borel's classical approximation results for the regular continued fraction expansion to the alpha-Rosen fraction expansion, using a geometric method.…

math.NT2009★ 1 cited

Quilting natural extensions for alpha-Rosen Fractions

Cor Kraaikamp, Thomas A. Schmidt, Ionica Smeets

We give natural extensions for the alpha-Rosen continued fractions of Dajani et al. for a set of small alpha values by appropriately adding and deleting rectangles from the region…

math.NT2008

Sharp bounds for symmetric and asymmetric Diophantine approximation

Cor Kraaikamp, Ionica Smeets

In 2004, J.C. Tong found bounds for the approximation quality of a regular continued fraction convergent of a rational number, expressed in bounds for both the previous and next ap…