activity
20162026
most citedDiagrammatic Semantics for Digital Circuits

5 citations · 7 across the 5 of their papers we have counts for

collaborators

6 papers

cs.LO2026

From Zero-Dimensional to Continuous Dualities: A Double-Categorical Account

Alexander Kurz, M. Andrew Moshier, Achim Jung

We investigate how to systematically construct continuous dualities from zero-dimensional dualities, employing well-known methods from algebra, topology, category theory, and domai…

cs.LO2019

Stone Duality for Relations

Alexander Kurz, Andrew Moshier, Achim Jung

We show how Stone duality can be extended from maps to relations. This is achieved by working order enriched and defining a relation from A to B as both an order-preserving functio…

cs.LO2017★ 1 cited

Free constructions and coproducts of d-frames

Tomáš Jakl, Achim Jung

A general theory of presentations for d-frames does not yet exist. We review the difficulties and give sufficient conditions for when they can be overcome. As an application we pro…

cs.PL2017★ 5 cited

Diagrammatic Semantics for Digital Circuits

Dan R. Ghica, Achim Jung, Aliaume Lopez

We introduce a general diagrammatic theory of digital circuits, based on connections between monoidal categories and graph rewriting. The main achievement of the paper is conceptua…

cs.LO2016★ 1 cited

Join-continuity + Hypercontinuity = Prime continuity

Weng Kin Ho, Achim Jung, Dongsheng Zhao

A remarkable result due to Kou, Liu & Luo states that the condition of continuity for a dcpo can be split into quasi-continuity and meet-continuity. Their argument contained a gap,…

cs.LO2016

The Ho-Zhao Problem

Weng Kin Ho, Jean Goubault-Larrecq, Achim Jung +1

Given a poset , the set, , of all Scott closed sets ordered by inclusion forms a complete lattice. A subcategory of (the category of posets a…