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In [[metric geometry]], the '''Reshetnyak gluing theorem''' gives information on the structure of a geometric object built by using as building blocks ot ...e [[Complete metric space|complete]] [[locally compact]] [[Geodesic#Metric geometry|geodesic]] [[metric space]]s of [[CAT(k) space|CAT curvature]] <math>\leq \ ...

...d was the lead author of a 2017 report from the [[Office of the Australian Information Commissioner]] on best practices for [[de-identification]] of personally id Her research interests shifted from finite geometry to information security and to effect that shift she moved in 2000 from Adelaide to CSIRO. ...

In [[computational geometry]], the '''largest empty sphere''' problem is the problem of finding a [[hyp ...oblem is the problem of finding a [[circle]] of largest radius in [[Plane (geometry)|the plane]] whose interior does not overlap with any given obstacles. ...

.... (1976). "Classification of Ranking Algorithms". ''International Forum on Information and Documentation''. '''1''' (4): 12–25.</ref> ...ument Ranking by Information Retrieval Systems''], Syracuse, NY: School of Information Studies, Syracuse University.</ref> ...

...Rice |chapter=The definition of a statistical manifold |title=Differential Geometry and Statistics |publisher=Chapman & Hall |year=1993 |pages=76–77 |isbn=0-41 ...the manifold is done by inferring the parametric equations via the Fisher Information rather than starting from the likelihood-function. ...

In [[algebraic geometry]], '''{{mvar|p}}-curvature''' is an invariant of a [[connection (mathematic ...st like the usual [[Riemann curvature tensor|curvature]] in [[differential geometry]] measures how far this map is from being a homomorphism of [[Lie algebra]] ...

In [[geometry]], the '''perpendicular bisector construction of a quadrilateral''' is a co Suppose that the [[vertex (geometry)|vertices]] of the [[quadrilateral]] <math> Q </math> are given by <math> Q ...

In [[information theory]], the '''information projection''' or '''I-projection''' of a [[probability distribution]] ''q'' ...over|first1 = Thomas M.|last2 = Thomas|first2 = Joy A.|title = Elements of Information Theory|publisher = Wiley Interscience|edition = 2|date = 2006|location = Ho ...

...s uniquely determined up to [[Translation (geometry)|translation]] by this information was proven by [[Hermann Minkowski]]; it has been called "Minkowski's theore ...rvtxt|Klain|2004}} and {{harvtxt|Alexandrov|2004}} uses slightly different information.</ref> To be a valid specification of a bounded polytope, these vectors mus ...

{{Short description|Information theory quantity}} ...d to give theoretical upper bounds on [[channel capacity]] (or the rate of information transfer) in [[wireless communication]] systems such as networks. Analogous ...

In mathematics, especially in [[algebraic geometry]], the '''étale homotopy type''' is an analogue of the [[homotopy type]] of ...h>) by a single point. This gives a [[simplicial set]] which captures some information related to ''X'' and the étale topology of it. ...

{{Short description|Conjecture in geometry}} In [[geometry]], the '''Egan conjecture''' gives a [[Necessity and sufficiency|sufficient ...

...e''' is a [[mathematical space]] with two [[dimension]]s, meaning [[point (geometry)|points]] have two [[degrees of freedom]]: their locations can be [[local p ...f them are [[parallel lines|parallel]], meaning they never [[intersection (geometry)|intersect]] and stay at uniform distance from each-other. ...

...|△''ABC''}} and a triple of angles {{mvar|&alpha;, &beta;, &gamma;}}. This information is sufficient to determine three points {{mvar|X, Y, Z}} such that ...te book|first=Michael |last=de Villiers|title=Some Adventures in Euclidean Geometry|year=2009|publisher=Dynamic Mathematics Learning|isbn=9780557102952|pages=1 ...

In [[mathematics]], most commonly in [[convex geometry]], an '''extreme set''' or '''face''' of a set <math>C\subseteq V</math> in * [[Face (geometry)]] ...

In [[computational geometry]], a '''constrained Delaunay triangulation''' is a generalization of the [[ | journal = [[Discrete & Computational Geometry]] ...

...le {{mvar|ABC}}. The catalogue provides, among other things, the following information about each of the cubics listed: [[GeoGebra]], the software package for interactive geometry, algebra, statistics and calculus application has a built-in tool for drawi ...

{{Short description|Generalized version of the Akaike information criterion}} ...quivalence of Bayes Cross Validation and WAIC |date=2018 |work=Information Geometry and Its Applications |volume=252 |pages=47–73 |editor-last=Ay |editor-first ...

...eras]] O₁ and O₂ both pointed at ''X'' in [[epipolar geometry]]. Drawing from ''Neue Konstruktionen der Perspektive und Photogrammetrie'' ...era resectioning]] has been done from an estimated homography matrix, this information may be used for navigation, or to insert models of 3D objects into an image ...

...ecially in connection with the [[filling area conjecture]] in [[Riemannian geometry]],{{r|katz}} but this term has also been used for other concepts.{{r|kurita ...distance between the same points on a [[sphere]], and on the [[hemisphere (geometry)|hemisphere]]s into which the circle divides the sphere.]] ...