activity
20112014
most citedUniversality of striped morphologies

43 citations · 75 across the 5 of their papers we have counts for

collaborators

7 papers

cond-mat.soft2014

A Design Path for Hierarchical Self-Assembly of Patchy Colloids

Erik Edlund, Oskar Lindgren, Martin Nilsson Jacobi

Patchy colloids are promising candidates for building blocks in directed self-assembly. To be successful the surface patterns need to both be simple enough to be synthesized, while…

cond-mat.soft2012★ 16 cited

Using the uncertainty principle to design simple interactions for targeted self-assembly

Erik Edlund, Oskar Lindgren, Martin Nilsson Jacobi

We present a method that systematically simplifies isotropic interactions designed for targeted self-assembly. The uncertainty principle is used to show that an optimal simplificat…

cond-mat.mtrl-sci2012★ 11 cited

Chiral surfaces self-assembling in one-component systems with isotropic interactions

Erik Edlund, Oskar Lindgren, Martin Nilsson Jacobi

We show that chiral symmetry can be broken spontaneously in one-component systems with isotropic interactions, i.e. many-particle systems having maximal a priori symmetry. This is…

cond-mat.stat-mech2011★ 43 cited

Universality of striped morphologies

Erik Edlund, Martin Nilsson Jacobi

We present a method for predicting the low-temperature behavior of spherical and Ising spin models with isotropic potentials. For the spherical model the characteristic length scal…

cond-mat.stat-mech2011★ 5 cited

Renormalization of cellular automata and self-similarity

Erik Edlund, Martin Nilsson Jacobi

We study self-similarity in one-dimensional probabilistic cellular automata (PCA) using the renormalization technique. We introduce a general framework for algebraic construction o…

cond-mat.mtrl-sci2011

Designing isotropic interactions for self-assembly of complex lattices

Erik Edlund, Oskar Lindgren, Martin Nilsson Jacobi

We present a direct method for solving the inverse problem of designing isotropic potentials that cause self-assembly into target lattices. Each potential is constructed by matchin…