4 citations · 4 across the 3 of their papers we have counts for
5 papers
Functor calculus via non-cubes
Robin Stoll
We study versions of Goodwillie's calculus of functors for indexing diagrams other than cubes. We in particular construct universal excisive approximations for a larger class of di…
The stable cohomology of self-equivalences of connected sums of products of spheres
Robin Stoll
We identify the cohomology of the stable classifying space of homotopy automorphisms (relative to an embedded disk) of connected sums of , where $3 \le k < l \le 2k…
Modular operads as modules over the Brauer properad
Robin Stoll
We show that modular operads are equivalent to modules over a certain simple properad which we call the Brauer properad. Furthermore, we show that, in this setting, the Feynman tra…
Newton's method in practice II: The iterated refinement Newton method and near-optimal complexity for finding all roots of some polynomials of very large degrees
Marvin Randig, Dierk Schleicher, Robin Stoll
We present a practical implementation based on Newton's method to find all roots of several families of complex polynomials of degrees exceeding one billion () so that the ob…
Newton's method in practice: finding all roots of polynomials of degree one million efficiently
Dierk Schleicher, Robin Stoll
We use Newton's method to find all roots of several polynomials in one complex variable of degree up to and exceeding one million and show that the method, applied to appropriately…