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Equivariant correspondences and the inductive Alperin weight condition for type $\mathsf A$

PaperCitations, authors & open-access status

Equivariant correspondences and the inductive Alperin weight condition for type $\mathsf A$ is a paper indexed in PICO Portal from OpenAlex.

How many citations does Equivariant correspondences and the inductive Alperin weight condition for type $\mathsf A$ have?

PICO Portalcitation count

Equivariant correspondences and the inductive Alperin weight condition for type $\mathsf A$ has 7 citations in the OpenAlex counts PICO Portal stores.

When was Equivariant correspondences and the inductive Alperin weight condition for type $\mathsf A$ published?

PICO Portalyear

Equivariant correspondences and the inductive Alperin weight condition for type $\mathsf A$ has 2020 year in the PICO Portal index.

What is the open-access status of Equivariant correspondences and the inductive Alperin weight condition for type $\mathsf A$?

PICO Portaloa status

Equivariant correspondences and the inductive Alperin weight condition for type $\mathsf A$ has green oa status in the PICO Portal index.

What is the DOI of Equivariant correspondences and the inductive Alperin weight condition for type $\mathsf A$?

PICO Portaldoi

The DOI for Equivariant correspondences and the inductive Alperin weight condition for type $\mathsf A$ is on the source record.

What is the OpenAlex record for Equivariant correspondences and the inductive Alperin weight condition for type $\mathsf A$?

PICO Portalopenalex

The OpenAlex for Equivariant correspondences and the inductive Alperin weight condition for type $\mathsf A$ is on the source record.

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