Search results

...urveying]], designing and setting out curves in [[Rail transport|railway]] track.<ref name=Iwnicki>{{cite book|last=Iwnicki|first=Simon|title=Handbook of Ra ...sides of the rail to determine the correct values on straight sections of track which typically feature a mix of small positive and negative versines. ...

[[File:Vertikale Winkel 3D.png|thumb|upright=1.5|Geometry of an SLAR]] == Range resolution (across track) == ...

* [[Diameter (computational geometry)]], the problem of computing the longest distance between two of <math>n</m * [[Kinetic diameter (data)]], the algorithmic problem of keeping track of the diameter of a moving point set ...

...7/s00454-015-9715-9|doi-access=|issue=3|journal=[[Discrete & Computational Geometry]]|mr=3392976|pages=728–740|title=Positive center sets of convex curves|volu The shape is based on a [[stadium]], a place used for [[athletics track|athletics]] and [[horse racing]] tracks. ...

...ion = Photograph showing the offset between starting lines of an athletics track This observation means that an athletics track has the same offset between starting lines on each lane, equal to 2{{pi}} t ...

...sp.org/jsag/2011/3-1/p02.xhtml|journal=Journal of Software for Algebra and Geometry|volume=3|issue=1|pages=5–10|doi=10.2140/jsag.2011.3.5|issn=1948-7916|doi-ac The primary computational method used in numerical algebraic geometry is homotopy continuation, in which a [[homotopy]] is formed between two pol ...

...etches in his manuscript. (The [[Stack (mathematics)|stacks]] of algebraic geometry, which also go back to Grothendieck, are not the focus of this manuscript.) ...n</math>. Such a structure was later called a [[coherator]] since it keeps track of all higher coherences. This structure has been formally studied by Georg ...

...that model the region both ahead and behind the crack tip is used to keep track of the plasticity produced at the crack tip.<ref>{{cite journal |first=D. S === Geometry factors === ...

...jpg|thumb|upright=1.5|{{convert|90|ft|m|2|adj=on}} radii on the elevated {{Track gauge|ussg|allk=on}} [[Chicago 'L']]. There is no room for longer radii at ...perelevation]] (difference in elevation of the two rails) in the case of [[Track (rail transport)|train tracks]], determines the maximum safe speed of a cur ...

[[Image:Track cycling 2005.jpg|thumb|''Cant'' in a [[velodrome]]]] The '''cant''' of a [[Rail transport|railway]] track or [[camber angle|camber]] of a road (also referred to as '''superelevation ...

...me{Out}(F_n)</math> can be represented by an expanding irreducible [[train track map]].<ref name="BH92">Mladen Bestvina, and Michael Handel, [https://www.js ...atics)|Perron–Frobenius eigenvalue]] of the transition matrix of any train track representative of <math>\varphi</math>.<ref name="BH92"/><ref>Oleg Bogopols ...

{{Short description|Data structures used to track continuously moving geometric bodies}} A '''kinetic data structure''' is a [[data structure]] used to track an attribute of a geometric system that is moving continuously.<ref name="J ...

...5, [[American Mathematical Society]].</ref> for studying the topology and geometry of [[plane curve|plane curves]]. The three main invariants—<math>J^+</math> The <math>J^+</math> and <math>J^-</math> invariants keep track of how curves change under these transformations and deformations. The <mat ...

In [[metric geometry]] and [[computational geometry]], a '''minimum-diameter spanning tree''' of a finite set of points in a [[ ...eattach these points one at a time to the other point of the pair, keeping track of the diameter of the tree at each step. There are <math>O(n^2)</math> can ...

...cat.org/oclc/266958114 |title=Morphology of condensed matter : physics and geometry of spatially complex systems |date=2002 |publisher=Springer |others=Klaus R In order to track the evolution of homological features as opposed to the static topological ...

== In geometry == ...Matt|title=Humble Pi: A Comedy of Maths Errors|chapter=Chapter One: Losing Track of Time|publisher=Penguin Random House UK}}</ref> ...

[[File:Drawing of flange gauge and track gauge.png|thumb|The flange gauge on the wheel keeps the vehicle from slidin [[File:Track gradient.svg|thumb|Illustrative scheme of tracks on a gradient]] ...

In [[differential geometry]], the '''radius of curvature''', {{mvar|R}}, is the [[Multiplicative inver *For the use in [[differential geometry]], see [[Cesàro equation]]. ...

:'''(L)''' All [[Chord (geometry)|chords]] which cut the curve [[Arc length|length]] into halves have the sa :'''(A)''' All [[Chord (geometry)|chords]] which cut the ''area'' into halves have the same length. ...

...stant professor from 1988 to 1991. In 1992 he was hired there as a tenure-track assistant professor, and spent the rest of his career there until his death ...iga>{{cite journal|last1=Buliga | first1=Marius|title=Infinitesimal affine geometry of metric spaces endowed with a dilatation structure |year=2010|journal=Hou ...