# quadrics

share## Examples

quadrics's examples

**Quadrics**- This is an article about the computing company, for use in mathematics, see quadric.Quadrics was a supercomputer company formed in 1996 as a. —*“Quadrics | Bukisa Topics”*,- Quadrics. QsNet is the main product of Quadrics, a company that initially started in the taken over by the the Italian company Alenia and put in the independent company Quadrics. —
*“Quadrics | TOP500 Supercomputing Sites”*, top500.org - Panasas provides HPC storage, parallel cluster, HPC cluster, Linux cluster for High Performance Computing (HPC) breaking petascale storage solutions for oil & gas, government, biotech, academic and Fortune 500 organizations. —
*“Panasas”*, - SHAPING THE FUTURE OF HIGH PERFORMANCE COMPUTING.
**Quadrics**is a leading a collaborative approach to doing business,**Quadrics**is ideally placed to remain at the. —*“HPCwire Article # 946”*, - Last week, El Reg told you that one of the co-founders of British supercomputer switch interconnect maker Quadrics, Duncan Roweth, had taken a job at rival Cray. The situation at
**Quadrics**is apparently more dire than that. The company is closing its doors. —*“Super interconnect maker*,**Quadrics**going ***up • The Register” - quadric adj. Of or relating to geometric surfaces that are defined by quadratic equations. —
*“quadric: Definition from ”*, - The glu library has functions to render quadric surfaces. A. quadric surface is deﬁned by the general quadratic equation in Quadrics. The glu library has functions to render quadric surfaces. A. —
*“Quadrics”*, cs.mun.ca - To investigate what impact
**Quadrics**scat- ter/gather mechanism can have on PVFS2 IO**Quadrics**scatter/gather, and what beneﬁts it. can provide to scientiﬁc applications. In. —*“Beneﬁts of*, nowlab.cse.ohio-state.edu**Quadrics**Scatter/Gather to PVFS2 Noncontiguous IO” **Quadrics**Ltd – ISC Dresden – June 2006. QsNet – Delivering Scalable Quadrics' first standard. interconnect product.**Quadrics**Ltd – ISC Dresden – June 2006. —*“Quadrics Presentation for SC2001”*,**Quadrics**was a supercomputer company formed in 1996 as a joint venture between Alenia Alenia subsidiary,**Quadrics**Supercomputers World (QSW) was formed, based in Bristol, UK. —*“Quadrics - Wikipedia, the free encyclopedia”*,- insideHPC: HPC news for supercomputing professionals. —
*“Quadrics prepares to shut its doors | ”*, - A surface defined by an algebraic equation of degree two is called a quadric. The real nondegenerate
**quadrics**(1), (3), (4), (7), and (8) are shown in Figures 1--3. —*“16 Quadrics”*, geom.uiuc.edu - Encyclopedia article about quadrics. Information about
**quadrics**in the Columbia Encyclopedia, Computer Desktop Encyclopedia, computing dictionary. —*“quadrics definition of*, encyclopedia2**quadrics**in the Free Online Encyclopedia” - Definition of
**Quadrics**in the Online Dictionary. Meaning of Quadrics. Pronunciation of Quadrics. Translations of Quadrics.**Quadrics**synonyms,**Quadrics**antonyms. Information about**Quadrics**in the free online English dictionary and encyclopedia. —*“Quadrics - definition of*,**Quadrics**by the Free Online” **Quadrics**are a way of drawing complex objects that would usually take**quadrics**in OpenGL. Some really impressive things can be done with morphing and quadrics. —*“NeHe Productions: OpenGL Lesson #18”*,- The situation at
**Quadrics**is apparently more dire than that. It suffered a further blow when**Quadrics**interconnects were not chosen for the 200 teraflops Juropa supercomputer being built by Bull at. —*“Super interconnect maker*,**Quadrics**going ***up • Channel Register” - Before that
**Quadrics**used to design and manufacture high performance supercomputer interconnect technology.**Quadrics**main product QsNet, was based on internally developed ASICs, linking numerous Linux servers into a single cluster. —*“Quadrics - Wikicompany”*, - This testing builds on Quadrics' endorsement of the AMD Opteron processor from its launch in 2003 with further optimizations for Using an AMD Opteron processor with
**Quadrics**MPI software,**Quadrics**demonstrated an end-to-end MPI latency of. —*“Quadrics Sets New Low Latency Mark on AMD Opteron Processors”*, m2 **Quadrics**to Provide Support for Upcoming AMD Opteron™ Processors**Quadrics**continues to work together with industrial leaders to provide customers with. —*“Quadrics to Provide Support for Upcoming AMD Opteron™ Processors”*,- Category:Quadrics. From Wikimedia Commons, the free media repository. Jump to: navigation, search. Media in Retrieved from "http:///wiki/Category:Quadrics". —
*“Category:Quadrics - Wikimedia Commons”*,

## Videos

related videos for quadrics

**MDC-ELLIPSOIDs.test.002****MDC-ELLIPSOIDs.test.004****MDC-ELLIPSOIDs.test.001****Confocal Quadrics 2 - intersect**Same as Confocal Quadrics 2 - but also showing the intersection with the XY-plane, which generates a system of confocal conics. For more information, films, and interactive material, see**Quadrics Booth - SC02 Supercomputing Conference - Baltimore**View of the Quadrics Booth at SC02**Confocal Quadrics 2**A triply orthogonal system of surfaces. Through each point in space there passes three surfaces from this system and they are mutually orthogonal. For more information, films, and interactive material, see**Rational Plane Curves**Given a curve C={f=0} of degree d in complex projective 2-space, one may ask, if C admits a parametization, ie if there is a rational map from projective 1-space to C with dense image. C minus the singularities of C is a 1-dimensional complex manifold, ie a real surface. As a topological space it is homeomorphic to a compact oriented surface minus finitely many points. Compact oriented surfaces are topologically classified by their genus g, the number of handles one has to attach to a sphere to obtain the given surface. Necessary and sufficient for a curve to admit a parametrization is the condition g=0. If rp is the multiplicity of C at p and C has rp different tangents at p, then g is (d-1)*(d-2)/2 minus the sum of rp*(rp-1)/2 for all points p of C. If the equation f has rational coefficients, a parametization with rational coefficients can be given, up to a field extension of degree 2, which may be necessary if d is even. In the example shown the curve C (drawn in red) is given by a polynomial of degree 5 and has 3 double points and one triple point, so the formula above reads g = 4*3/2-1-1-1-3 = 0, hence C admits a parametrization. The theorem of Bezout implies, that the curve C of degree 5 intersects a quadric in 5*2 = 10 points, counted with multiplicities. Hence the system of all quadrics (shown in green) through the singular points of C has 5*2-3-2-2-2 = 1 moving point of intersection with C. Elimination gives the coordinates of this point in terms of the ...**Super Toroids Height Maps**An example of the blShapeAPI to show its power and simplicity**Alenia HPC Centre**1 minute video on the installation of the HPC Centre in Pomigliano, 9 HP racks and 11 Bull racks, with a Quadrics full bandwidth 256 way network based on QsNetII.**MDC-ELLIPSOIDs.test.003****ConfocalQuadrics-Intersect-XY**Confocal quadrics intersecting the XY-plane in a set of confocal conics. For more information, films, and interactive material, see**Amiga animations: upstairs**Collision detection test created in Real3D. Character consisting of animated quadrics (spheres, cones, cylinders).**Diagonalizing a quadric 3**Showing the singularities of (Q - lambda Id). For more information, films, and interactive material, see**Diagonalizing a quadric 2**Showing the singularities of (Q - lambda Id). For more information, films, and interactive material, see**Diagonalizing a quadric 4**Showing the singularities of (Q - lambda Id). For more information, films, and interactive material, see**SuperQuadrics [Demo 2]**Demostració dels estiraments dels superquadrics**Manicone**The video is a description of our work "Manicone" - a Java application displaying a humanoid form in four spatial dimensions. website: /art/manicone**One-sheeted Hyperboloid**as a line surface, generated by the intersection of two moving planes. For more information, films, and interactive material, see**Old Amiga/ Real3D animation: Fuse**Simulation created in Amiga / Real3D. Cubes, spheres and cones acting under the influence of gravity force field (created in 1994).**LUKE BOW - Believe It (But You Don't)****MDC-ELLIPSOIDs.test.006****Diagonalizing a quadric 1**Showing the singularities of (Q - lambda Id). For more information, films, and interactive material, see**Superquadrics**The Wolfram Demonstrations Project contains thousands of free interactive visualizations, with new entries added daily. Superquadrics are generalizations of quadrics (which are ellipsoids, hyperboloids of one or two sheets, and paraboloids) using the exponents epsilon1, epsilon2 assuming non-integer values. All such surfaces involve the use of a combination of trig... Contributed by: Robert Kragler**Ellipsoid - Principal Net**Showing the lines of curvature on a non-rotationally symmetric ellipsoid and the singularities at the umbilical points. The principal net appears as the intersection with the ellipsoid of its confocal family of quadrics. For more information, films, and interactive material, see**ConfocalQuadrics**A certain 1-parameter family of quadrics. For more information, films, and interactive material, see**Rational Points on an Elliptic Curve**The Wolfram Demonstrations Project contains thousands of free interactive visualizations, with new entries added daily. On an elliptic curve, if a line through two rational points P and Q intersects the curve again at R, then R is another rational point. This property is fundamental in number theory. Contributed by: Ed Pegg Jr**LeMieux Installation at PSC****MDC-ELLIPSOIDs.test.005**

## Blogs & Forum

blogs and forums about quadrics

*“Quadrics?”**— Quadrics?,**“Login to post a new forum topic. Topic. Replies. Created. Last reply. Display lists and quadrics. 20. 2 years 31 weeks ago. by kdb. 1 Differences between ES20.GL and OpenGL.GL. 12. 1 year 2 weeks ago. by krisnye. 1 year 1 week ago. by krisnye”**— Programming Support | OpenTK,**“HP Blogs been considered a SAN interconnect due to its close to order-of-magnitude performance gap compared to other SAN interconnects such as InfiniBand, Myrinet and***Quadrics**(informally called Ethernot networks). Permalink. 0 " Back to Blog " Newer Article”*— HP Blogs - Interconnect technologies: InfiniBand, 1G Etherne, h30507.www3**“camiondepompier is a space offering avant-garde toys, designer plushes, graffiti art and rather confusing objects, the only one of its kind in Montreal and one of a few in Canada to be specialized in the field”**— camiondepompier • jouets designer • art toys — BLOG,**“TURBOMOLE is a powerful Quantum Chemistry (QC) program package and one of the fastest and most stable codes available for standard quantum chemical applications (HF, DFT, MP2). Unlike many other programs, the main focus in the development of”**— How to use Infiniband, Myrinet, Quadrics, ... interconnects, turbo-**“Previous***quadrics**were intended to work with big meshes ( that is over 5000 faces, meshes So the first one is the fluid morpher from this post: http:///?p=5”*— Teleranek,**“Intersection of two***quadrics**: online intersection server and C++ of the intersection of two arbitrary**quadrics**(Figs 1 & 2) with rational coefficients”*— Geometry Modeling—-Intersection of two***quadrics**- 飘行天下,*“ is the leading resource for game developers, featuring daily news updates, over 1500 featured articles and tutorials, and the most active game development forums anywhere!”**— (JOGL) Annoying Hexagons Appear when Using***Quadrics**- GameDev,*“The exhibitor forum provides industry exhibitors the opportunity to describe recent***Quadrics**Interconnect. Duncan Roweth, Head of Software R&D, Quadrics”*— SC2001 Exhibitor Forum, sc2001.org*

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