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Neuroqueer theory is a framework that intersects the fields of neurodiversity and queer theory. [1] It examines the ways society constructs and defines normalcy, particularly concerning gender, sexual orientation, and dis/ability, and challenges those constructions. [2]
Category: Intersectionality. 17 languages. ... Print/export Download as PDF; Printable version; In other projects
Intersectionality opposes analytical systems that treat each axis of oppression in isolation. In this framework, for instance, discrimination against black women cannot be explained as a simple combination of misogyny and racism, but as something more complicated. [7] Intersectionality has heavily influenced modern feminism and gender studies. [8]
Standpoint theory, also known as standpoint epistemology, [1] is a foundational framework in feminist social theory that examines how individuals' social identities (i.e. race, gender, disability status), influence their understanding of the world.
Intersectionality recognizes that complex identities and social categories form from "structured multiple oppression." [37] Therefore, the personal identities of intersectional people are inherently political. [38] Groups such as the Human Rights Campaign have previously employed this understanding in formal rights advocacy for queer legal ...
Intersectionality is the interconnection of race, class, and gender.Violence and intersectionality connect during instances of discrimination and/or bias. Kimberlé Crenshaw, a feminist scholar, is widely known for developing the theory of intersectionality in her 1989 essay, "Demarginalizing the Intersection of Race and Sex: A Black Feminist Critique of Antidiscrimination Doctrine, Feminist ...
Print/export Download as PDF; Printable version; In other projects Wikidata item; Appearance. ... Intersectionality; Masculism; Medical model of disability.
William Fulton in Intersection Theory (1984) writes ... if A and B are subvarieties of a non-singular variety X, the intersection product A · B should be an equivalence class of algebraic cycles closely related to the geometry of how A ∩ B, A and B are situated in X.