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- Complex intersections are intersections of several streets or grids that are not orthogonal12. They are common in irregular and spontaneous urban fabrics1. Complex intersections have tremendous potential to fulfill latent demand for public space12. In mathematics, if the circles do not intersect on the cartesian plane, the intersection points become complex numbers3. The complex of intersection chains is a subcomplex satisfying certain conditions4.Learn more:✕This summary was generated using AI based on multiple online sources. To view the original source information, use the "Learn more" links.Complex intersections, especially those situated in busy commercial areas or at the junction of several streets, have tremendous potential to fulfill latent demand for public space. Non-orthogonal intersections are common in irregular and spontaneous urban fabrics and when two or more orthogonal grids meet.globaldesigningcities.org/publication/global-street-d…Complex intersections, especially those situated at neighborhood centers or at the junction of several major streets, have tremendous potential to fulfill latent demand for public space.nacto.org/publication/urban-street-design-guide/int…If the circles do not intersect on the cartesian plane, the intersection points become complex numbers To be precise: the coordinates of the points of intersection become complex numbers.math.stackexchange.com/questions/1941412/geom…The complex of intersection chains is defined as the subcomplex $ { IC _ {i} (X) } $ satisfying the condition: a chain $ c in IC _ {i} (X) $ meets each singular stratum $ X _ {j} $ in a set of real dimension $ leq i - c _ {j} $ and its boundary intersects each singular stratum $ S _ {j} $ in a set of real dimension $ leq i - c _ {j} - 1 $.encyclopediaofmath.org/wiki/Intersection_homology
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Complex Intersections | National Association of City …
WEBComplex intersections, especially those situated at neighborhood centers or at the junction of several major streets, have tremendous potential to fulfill latent demand for public space.
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Intersections - National Association of City Transportation Officials
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WEBOct 4, 2015 · One standard example of computing these intersection numbers is considering the blow-up $\pi \colon \hat{X} \to X$ of $X = \mathbb{P}^2$ at a point and …
WEBFor a projective complex variety X, the intersection complex ICX is uniquely determined by the following proposition: 1. ICX is constructible and ICX|X−X n−1 = QX−X n−1 [n]; 2. …
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