-OPERADS AS SYMMETRIC MONOIDAL -CATEGORIES
R Haugseng, J Kock - Publicacions matemàtiques, 2024 - projecteuclid.org
We use Lurie's symmetric monoidal envelope functor to give two new descriptions of∞-
operads: as certain symmetric monoidal∞-categories whose underlying symmetric …
operads: as certain symmetric monoidal∞-categories whose underlying symmetric …
[引用][C] ∞-operads as symmetric monoidal∞-categories
RG Haugseng, J Kock - 2024 - ntnuopen.ntnu.no
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∞-operads as symmetric monoidal∞-categories
R Haugseng, J Kock - Publicacions matemàtiques, 2024 - ddd.uab.cat
We use Lurie's symmetric monoidal envelope functor to give two new descriptions of∞-
operads: as certain symmetric monoidal∞-categories whose underlying symmetric …
operads: as certain symmetric monoidal∞-categories whose underlying symmetric …
-operads as symmetric monoidal -categories
R Haugseng, J Kock - arXiv preprint arXiv:2106.12975, 2021 - arxiv.org
We use Lurie's symmetric monoidal envelope functor to give two new descriptions of $\infty $-
operads: as certain symmetric monoidal $\infty $-categories whose underlying symmetric …
operads: as certain symmetric monoidal $\infty $-categories whose underlying symmetric …
∞-operads as symmetric monoidal∞-categories
R Haugseng, J Kock - Publicacions matematiques, 2024 - dialnet.unirioja.es
We use Lurie's symmetric monoidal envelope functor to give two new descriptions of∞-
operads: as certain symmetric monoidal∞-categories whose underlying symmetric …
operads: as certain symmetric monoidal∞-categories whose underlying symmetric …
∞-operads as symmetric monoidal∞-categories
J Kock, R Haugseng - Publicacions matemàtiques, 2024 - portalrecerca.uab.cat
We use Lurie's symmetric monoidal envelope functor to give two new descriptions of∞-
operads: as certain symmetric monoidal∞-categories whose underlying symmetric …
operads: as certain symmetric monoidal∞-categories whose underlying symmetric …
∞-operads as symmetric monoidal∞-categories
R Haugseng, J Kock - Publicacions Matemàtiques, 2024 - raco.cat
We use Lurie's symmetric monoidal envelope functor to give two new descriptions of∞-
operads: as certain symmetric monoidal∞-categories whose underlying symmetric …
operads: as certain symmetric monoidal∞-categories whose underlying symmetric …
-operads as symmetric monoidal -categories
R Haugseng, J Kock - arXiv e-prints, 2021 - ui.adsabs.harvard.edu
We use Lurie's symmetric monoidal envelope functor to give two new descriptions of $\infty $-
operads: as certain symmetric monoidal $\infty $-categories whose underlying symmetric …
operads: as certain symmetric monoidal $\infty $-categories whose underlying symmetric …
Rune Haugseng and Joachim Kock
Publ. Mat, 2024 - projecteuclid.org
We use Lurie's symmetric monoidal envelope functor to give two new descriptions of∞-
operads: as certain symmetric monoidal∞-categories whose underlying symmetric …
operads: as certain symmetric monoidal∞-categories whose underlying symmetric …
[PDF][PDF] Rune Haugseng and Joachim Kock
Publ. Mat, 2024 - mat.uab.cat
We use Lurie's symmetric monoidal envelope functor to give two new descriptions of∞-
operads: as certain symmetric monoidal∞-categories whose underlying symmetric …
operads: as certain symmetric monoidal∞-categories whose underlying symmetric …