activity
20182025
most citedThe equivalence between many-to-one polygraphs and opetopic sets

3 citations · 3 across the 5 of their papers we have counts for

collaborators

6 papers

quant-ph2025

Hamiltonian Reordering for Shallower Trotterization Circuits

Cédric Ho Thanh

Quantum simulation is a popular application of quantum computing, but its practical realization is hindered by the technical limitations of current devices. In this work, we focus…

cs.LG2025

Improving Fine-Tuning with Latent Cluster Correction

Cédric Ho Thanh

The existence of salient semantic clusters in the latent spaces of a neural network during training strongly correlates its final accuracy on classification tasks. This paper propo…

math.CT2020

Opetopic algebras III: Presheaf models of homotopy-coherent opetopic algebras

Cédric Ho Thanh, Chaitanya Leena Subramaniam

For the category of free opetopic algebras, we construct a model structure \emph{à la Cisinski} on the category of presheaves over , and show that is is equivalent to opetop…

math.CT2019

Opetopic algebras I: Algebraic structures on opetopic sets

Cédric Ho Thanh, Chaitanya Leena Subramaniam

We define a family of structures called "opetopic algebras", which are algebraic structures with an underlying opetopic set. Examples of such are categories, planar operads, and Lo…

math.CT2019

Syntactic approaches to opetopes

Pierre-Louis Curien, Cédric Ho Thanh, Samuel Mimram

Opetopes are algebraic descriptions of shapes corresponding to compositions in higher dimensions. As such, they offer an approach to higher-dimensional algebraic structures, and in…

math.CT2018★ 3 cited

The equivalence between many-to-one polygraphs and opetopic sets

Cédric Ho Thanh

From the polynomial approach to the definition of opetopes of Kock et al., we derive a category of opetopes, and show that its set-valued presheaves, or opetopic sets, are equivale…