most citedUniversal wavenumber selection laws in apical growth

12 citations · 12 across the 8 of their papers we have counts for

collaborators

8 papers

cs.LG2026

TANGO: Treating Tokens as Operators

Joshua Nunley

Transformers separate cross-token mixing in self-attention from token-wise transformation in feed-forward networks. We ask whether combining these operations can lower predictive l…

cs.LG2026

Kuramoto Attention: Synchronizing Self-Attention on the Torus

Joshua Nunley

Transformer models are increasingly used as computational models of cognition and neural representation, so the mechanism implemented by self-attention is of interest beyond engine…

cs.LG2026

Attention as Frustrated Synchronization

Joshua Nunley

A network of oscillators that synchronizes perfectly computes nothing further, so an attention architecture built from synchronization must locate its computation in structured dep…

q-bio.PE2026

Self-Regulation through Communication in Evolved Neural Agents

Joshua Nunley

Communication is typically understood as indication: signals that transfer information from sender to receiver. We present a minimal predator avoidance task in which pairs of evolv…

cs.GT2026

Democracy on Rugged Landscapes: Phase Transitions in Optimal Voting Rules

Joshua Nunley

Laws and institutions shape individual outcomes through complex interactions with citizens' diverse circumstances, yet how different voting methods navigate this coupled landscape…

cs.LG2026

Subgroups of Induce Natural RNN and Transformer Architectures

Joshua Nunley

This paper presents a direct framework for sequence models with hidden states on closed subgroups of U(d). We use a minimal axiomatic setup and derive recurrent and transformer tem…

q-bio.NC2026

Neural Fields as World Models

Joshua Nunley

Humans rehearse possible futures offline, as in mental practice and perhaps dreaming, suggesting that world models may support task learning away from the environment. Standard mac…

nlin.PS2016★ 12 cited

Universal wavenumber selection laws in apical growth

Ryan Goh, Rajendra Beekie, Daniel Matthias +2

We study pattern-forming dissipative systems in growing domains. We characterize classes of boundary conditions that allow for defect-free growth and derive universal scaling laws…