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...ass=Nucleic acid structure prediction|image=|caption=|data=|time=<math>O(n^3)</math>|best-time=|average-time=|space=<math>O(n^2)</math>}} ...tself. This folding often determines the function of the RNA molecule. RNA folds at different levels, this algorithm predicts the secondary structure of the ...

...9 | journal=[[Mathematische Annalen]] | issn=0025-5831 | volume=15 | issue=3 | pages=533–555| url=https://zenodo.org/record/1642598 }} [[Category:3-folds]] ...

...location=Berlin, New York | series=Lecture Notes in Mathematics | isbn=978-3-540-61795-2 | doi=10.1007/BFb0094399 |mr=1438547 | year=1996 | volume=1637} [[Category:3-folds]] ...

In [[algebraic geometry]], the '''Barth–Nieto quintic''' is a [[quintic]] [[3-fold]] in 4 (or sometimes 5) dimensional [[projective space]] studied by {{ ...of points (''x''₀:''x''₁:''x''₂:''x''₃:''x''₄:''x''₅) of '''P'''⁵ satisfyin ...

..."> M. Reid, [http://www.uni-due.de/~mat903/sem/ws0708/C3f.pdf Canonical 3-folds] (courtesy copy), proceedings of the Angiers 'Journees de Geometrie Algebri ...

...affine 3-spaces]], that is, none of them is isomorphic to <math>\mathbf{A}^3</math>. This was later shown by Kaliman and Makar-Limanov using the [[ML-in ...computation that <math>ML(R)=\mathbf{C}[x]</math> and <math>ML(\mathbf{A}^3)=\mathbf{C}</math>. ...

...of points (''x''₀:''x''₁:''x''₂:''x''₃:''x''₄:''x''₅) of ''P''⁵ satisfying :<math>\displaystyle x_0^3+x_1^3+x_2^3+x_3^3+x_4^3+x_5^3 = 0.</math> ...

...emailly, Păun and Peternell. J. Alg. Geom. 22 (2013), 201-248. Corollary 0.3.</ref> As a very special case, a smooth [[hypersurface]] of degree ''d'' in ...of characteristic zero is ruled. Smooth cubic 3-folds and smooth quartic 3-folds in '''P'''⁴ over '''C''' are uniruled but not ruled. ...

...s a [[Glossary of classical algebraic geometry#D|degree]] 5, [[dimension]] 3 [[hypersurface]] in 4-dimensional complex [[projective space]], given by th The [[Hodge diamond]] of a non-singular quintic 3-fold is ...

...=''n'' = 3}}.]][[Image:Plucker's conoid (n=4).jpg|right|thumb|240px|Figure 3. Plücker's conoid with {{math|1=''n'' = 4}}.]] ...axis}} is {{math|{{sfrac|2π|''n''}}}}. (Figure&nbsp;5 for {{math|1=''n'' = 3}}) ...

...have close connections to [[Gromov–Witten invariant]]s of algebraic three-folds and the theory of stable pairs due to [[Rahul Pandharipande]] and Thomas. ...ality, that Gromov–Witten and Donaldson–Thomas theories of algebraic three-folds are actually equivalent.<ref>{{cite journal |first1=D. |last1=Maulik |first ...

In mathematics, a '''quintic threefold''' is a 3-dimensional hypersurface of degree 5 in 4-dimensional [[projective space]] The [[Hodge diamond]] of a non-singular quintic 3-fold is ...

<math>P_{\Psi}(k)=\frac{8\pi}{9k^3}\frac{H^2}{\epsilon M_{pl}^2}\big|_{aH=k}</math> , <math>P_{h}(k)=\frac{8\pi}{k^3}\frac{H^2}{M_{pl}^2}\big|_{aH=k}</math> , ...

...of [[good reduction]], which for this curve means any prime other than 2, 3, or 5) should have the same [[L-function|L-series]] as an [[automorphic for [[Category:3-folds]] ...

...−1 (repeated root), and −1/3 of the quartic 3''x''⁴+13''x''³+19''x''²+11''x''+2 using Lill's method. Black segments are ...ots −1/2, −1/{{radic|2}}, and 1/{{radic|2}} of the cubic {{Math|4''x''³ + 2''x''² &minus; 2''x'' &minus; 1}}, showing how negative ...

...particular in dimensions 1 and 2 all terminal singularities are smooth. In 3 dimensions they are isolated and were classified by {{harvtxt|Mori|1985}}. ...| first1=Yujiro | authorlink=Yujiro Kawamata | title=Crepant blowing-up of 3-dimensional canonical singularities and its application to degenerations of ...

| EC_number = 1.8.2.3 ...e-cytochrome-''c'' reductase (flavocytochrome ''c'')''' ({{EC number|1.8.2.3}}), is an [[enzyme]] with [[List of enzymes|systematic name]] ''hydrogen-su ...

* A velcro strap on a shoe passes through a slot and folds over on itself. The slot is a movable pulley and the MA = 2. ...= https://books.google.com/books?id=VuK7m3LU8rgC | isbn = 978-1-55970-680-3}}. ...

...first=Michael Liam | title=Holomorphic curves on hyperplane sections of 3-folds | journal=[[Geometric and Functional Analysis]] |volume=9 | year=1999 | pag ...nd the hyperbolicity of generic hypersurfaces of high degree in projective 3-space (the Kobayashi conjecture).<ref>{{cite web ...

...n the same direction, <math>i</math> times, it will get <math>2^i-1</math> folds, whose direction (left or right) is given by the pattern of 0's and 1's in | [[File:3 Order Dragon Curve.svg|60px]] ...