Motivic Tambara functors
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DOI: 10.1007/s00209-020-02581-x
Abstract: Let k be a field and denote by $$\mathcal {SH}(k)$$ SH ( k ) the motivic stable homotopy category. Recall its full subcategory $$\mathcal {SH}(k)^{{\text {eff}}\heartsuit }$$ SH ( k ) eff ♡ (Bachmann in… read more here.
Keywords: mathrm nalg; mathcal text; text eff; nalg mathcal ... See more keywords
Optimal frame designs for multitasking devices with weight restrictions
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DOI: 10.1007/s10444-020-09762-6
Abstract: Let d = ( d j ) j ∈ I m ∈ ℕ m $\mathbf d=(d_{j})_{j\in \mathbb {I}_{m}}\in \mathbb {N}^{m}$ be a finite sequence (of dimensions) and α = ( α i ) i ∈… read more here.
Keywords: multitasking devices; text; mathbb; varphi mathcal ... See more keywords
Shape, scale, and minimality of matrix ranges
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DOI: 10.1090/tran/7665
Abstract: We study the matrix range $\mathcal{W}(T)$ of an operator tuple $T$, which is the closed and bounded matrix convex set containing all images of $T$ under unital completely positive maps into matrix algebras. To what… read more here.
Keywords: matrix convex; mathcal text; text min; matrix range ... See more keywords