Rational tetrahedra - university of arizona

Rational tetrahedra trabajo de tesis presentado al departamento de matem aticas por enrique acosta jaramillo director: alf onshuus codirector: ronald van luijk

Archimedean solids: transition metal mediated rational self ...

Archimedean solids: transition metal mediated rational self-assembly of supramolecular- truncated tetrahedra stefan leininger, jun fan, marion schmitz, and...

Heronian tetrahedra are lattice tetrahedra

Heronian tetrahedra are lattice tetrahedra susan h. marshall and alexander r. perlis abstract extending a similar result about triangles, we show that each heronian

Perfect pyramids

Perfect pyramids ralph heiner buchholz june 1992 - bull. aust. math. soc., vol 45, no. 3 abstract this paper discusses rational edged tetrahedra, in 3, 4 and...

Tetrahedral cm interpolation by rational functions

Tetrahedral cm interpolation by rational functions guoliang xu⁄ state key laboratory of scientiflc and engineering computing, icmsec, chinese academy of sciences

Tetrahedra, motion, and virtue

Tetrahedra, motion, and virtue joan kung marquette university could the fire we see be tetrahedra? could your thinking be rotary motion, as aristotle takes...

Number theory elementary number theory - magma

Number theory elementary number theory 11axx except 11a41 and 11a51, 11cxx [1]david h. bailey and jonathan m. borwein, experimental mathematics: examples...

Volume 7, number 2, pages 330-355

International journal of c 2010 institute for scientific numerical analysis and modeling computing and information volume 7, number 2, pages 330-355

Regular tetrahedra whose vertices

Acta math. univ. comenianae vol. lxxx, 2 (2011), pp. 161{170 161 regular tetrahedra whose vertices have integer coordinates e. j. ionascu...

Periodic billiard trajectories in right triangles ...

G.galperin department of mathematics, eastern illinois university, usa d.zvonkine labri, universit e bordeaux i, france periodic billiard trajectories

Modeling with rational bzier solids - západočeská univerzita

Modeling with rational bézier solids martin samuelcik department of applied informatics, faculty of mathemathics, physics and informatics, mlynska dolina

International centre for theoretical physics

Pnror:m i l" r. l - r<a ic/89/408 international centre for theoretical physics tetrahedra and polynomial equations in topological field theory international

Limit points for tetrahedra and inscribed spheres ...

Limit points for tetrahedra and inscribed spheres mark pollicott university of warwick abstract. in this note we consider the limiting point for a nested sequence of

Jan fricke february 1, 2008 - arxi

Arxiv:math/0112239v1 [math.nt] 21 dec 2001 on heron simplices and integer embedding jan fricke february 1, 2008 abstract in [3] problem d22 richard guy asked for the...

Herman i mantz: a

Iij, lwiz,z~,,v-h[-~-:l[" i.].,,.,,,i;;[|=i- | marjorie senechal, editor i herman mantz: a mathematician's odyssey eduardo l. ortiz and allan pinkus

Adaptive contouring with quadratic tetrahedra - stratovan ...

Adaptive contouring with quadratic tetrahedra benjamin f. gregorski1, david f. wiley1, henry r. childs2, bernd hamann1, and kenneth i. joy1 1 institute for data...

Hyperbolic manifolds and special values of dedekind zeta-functions

Invent. math. 83, 285 301 (1986) l~ventiones mathematicae 9 springer-verlag 1986 hyperbolic manifolds and special values of dedekind zeta-functions

Contouring curved quadratic elements

Joint eurographics - ieee tcvg symposium on visualization (2003) g.-p. bonneau, s. hahmann, c. d. hansen (editors) contouring curved quadratic elements

A parametrization of equilateral triangles having integer coordinates

23 11 article 07.6.7 2 journal of integer sequences, vol. 10 (2007), 3 6 1 47 a parametrization of equilateral triangles having integer coordinates eugen j. ionascu

On orthogonal polynomial bases for triangles and tetrahedra ...

Contemporary mathematics volume 218, 1998 on orthogonal polynomial bases for triangles and tetrahedra invariant under the symmetric group gary man-kwong hui...

Optimized parametrization of systems of incidences between rigid ...

Optimized parametrization of systems of incidences between rigid bodies meera sitharam1,2,3, j¨org peters1,4, yong zhou2,5 abstract graphs of pairwise incidences...

Algebraic surface design and finite element meshes

Purdue university purdue e-pubs computer science technical reports department of computer science 1992 algebraic surface design and finite element

Large m l (m al(iii), ga(iii), in(iii), ti(iv)) tetrahedral ...

Large m4l4 (m ) al(iii), ga(iii), in(iii), ti(iv)) tetrahedral coordination cages: an extension of symmetry-based design robert m. yeh, jide xu, georg seeber, and...

New phases in the bi o -p o-mo systems : a goldmine for solid ...

New phases in the bi 2o3-p 2o5-mo y systems : a goldmine for solid state physico-chemists olivier mentré uccs, equipe de chimie du solide, umr cnrs 8181, ensc...

Analogy and dynamic geometry software together in approaching ...

analogy and dynamic geometry software together in approaching 3d geometry 1 m.f. mammana, b. micale, m. pennisi nucleo di ricerca e sperimentazione didattica

Rational design and assembly of m m l supramolecular clusters ...

Rational design and assembly of m2m′3l6 supramolecular clusters with c3h symmetry by exploiting incommensurate symmetry numbers§ xiankai sun,† darren w. johnson...

Higher-order finite elements for hybrid meshes ...

Journal of scientific computing, vol.??, no.?, 200?, 1-35. higher-order finite elements for hybrid meshes using new nodal pyramidal elements*

Guoliang xu , hongci huang , chandrajit bajaj - lsec index home ...

Computer aided geometric design 18 (2001) 221-243 www.elsevier.com/locate/c omaid c1 modeling with a-patches from rational trivariate functions

1rice university 2caltech 3university of southern california ...

Joe warren1, scott schaefer1, anil n. hirani2 and mathieu desbrun3 1rice university 2caltech 3university of southern california 6100 main st. 1200 e. california...

A tree traversal algorithm for decision problems in knot theory ...

A tree traversal algorithm for decision problems in knot theory and 3-manifold topology benjamin a. burton and melih ozlen author's self-archived version

Team members coach/teacher faculty mentor sponsoring school ...

Title sharp polynomial estimate of integral points in real-angled simplices team members linda zhao, university of chicago laboratory schools, chicago, il...


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