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What’s Intersectional about Intersectionality Now?
Published 2017-06-01“… What’s Intersectional about Intersectionality Now? Thematic Cluster …”
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Social Movement Intersectionality and Re-Centring Intersectional Activism
Published 2017-06-01Subjects: Get full text
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The Intersection Multiplicity of Intersection Points over Algebraic Curves
Published 2023-01-01“…In analytic geometry, Bézout’s theorem stated the number of intersection points of two algebraic curves and Fulton introduced the intersection multiplicity of two curves at some point in local case. …”
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Rank Intersectionality and Othello
Published 2024-12-01“…As a crucial concept in critical theory, intersectionality satisfies a need within global Shakespeare reception studies. …”
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Editorial: The Intersectionality of Hate
Published 2018-08-01“…Editorial for Atlantis 39.1 Special Section on the Intersectionality of Hate…”
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Condemning Intersectionality: Online Conservative News Media and Intersectional Panic
Published 2025-04-01Subjects: “…intersectionality…”
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Intersectionality, Lost in Translation? (Re)thinking inter-sections between Anglophone and Francophone intersectionality
Published 2017-06-01Subjects: “…Intersectionality…”
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Intersectionality in municipal institutional work
Published 2024-07-01Subjects: “…Intersectionality…”
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Intersectionality. 2nd Edition
Published 2020-12-01Subjects: “…intersectionality…”
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Intersectionality as critical inquiry and praxis
Published 2022-12-01Subjects: “…Intersectionality…”
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Intersectionality in Education Policy Documents
Published 2024-06-01Subjects: “…intersectionality…”
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Intersectionality Theory in Sociocultural Anthropology
Published 2025-04-01Subjects: “…intersectionality…”
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Intersectionality and Participatory Action Research
Published 2022-12-01Subjects: Get full text
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Intersectionality in Practice: How Public Transit Agencies Understand and Apply Intersectionality in the Pursuit of Gender Equity
Published 2025-07-01Subjects: “…intersectionality…”
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Forbidden sparse intersections
Published 2025-01-01“…We prove that if $\mathcal {F},\mathcal {G}\subseteq \{0,1\}^n$ are two families whose cross intersections forbid $\ell $ —that is, they satisfy $|A\cap B|\neq \ell $ for every $A\in \mathcal {F}$ and every $B\in \mathcal {G}$ – then, setting $t:= \min \{\ell ,pn-\ell \}$ , we have the subgaussian bound $$\begin{align*}\mu_p(\mathcal{F})\, \mu_{p'}(\mathcal{G}) \leqslant 2\exp\Big( - \frac{t^2}{58^2\,pn}\Big), \end{align*}$$ …”
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