1. FPGA, CPLD And SERDES Programmable Logic Devices By Lattice Semiconductor With the broadest range of FPGA, CPLD, SERDES, cross point switches, and programmablemixed signal products, lattice Semiconductor provides total solutions for http://www.latticesemi.com/

Search Help entire site data sheets application notes FAQs part numbers for Parametric Device Search Jump To S/W Downloads Data Sheets Application Notes Reference Designs IP Cores FAQs Product Brochures Product Bulletins User Manuals IBIS Files BSDL Files Seminars Literature Request "FPSC technology allowed NEC to place our custom backplane interface design in the programmable portion of the device, while utilizing the built-in SERDES channels provided in the embedded core of the ORT8850. Lattice FPSCs provide a distinct advantage over a discrete SERDES and FPGA solution." Shigeki Suyama General Manager NEC Corporation More... View all ispXP TM The world's first non-volatile, infinitely reconfigurable, instant-on FPGA with SERDES : ispXPGA! The third wave of PLD architecture: ispXPLD! ORSPI4: SPI4.2 + FPGA Introducing the new ORSPI4 FPSC. The ORSPI4 offers two SPI4.2 interface blocks, high-speed memory controller, 3.7 Gbps SERDES , and 16K programmable logic elements ... all in one chip! ispPAC Power Manager Lattice delivers the world's first programmable mixed signal PLD! The new ispPAC Power Manager devices provide complete control of your board's power supplies. View the ispPAC Power Manager Flash Demo.

2. Crystal Lattice Structures Read this first. Questions? See the FAQ. Crystal lattice * Structures, Thispage offers a concise index of common crystal lattice structures. http://cst-www.nrl.navy.mil/lattice/

Crystal Sites: Crystal Home Strukturbericht Designation ... Sites NRL Sites: NRL Home MSCT MSTD ... CCMS Additions to the database? Read this first. Questions? See the FAQ Crystal Lattice Structures Indexed by Strukturbericht Designation Pearson Symbol Space Group ... Structures of Intermetallic Alloy Phases This page offers a concise index of common crystal lattice structures. A graphical representation as well as useful information about the lattices can be obtained by clicking on the desired structure below. This page currently contains links to 254 structures in 90 of the 230 space groups. Simple Cubic and related structures Cubic Close Packed and related structures Body Centered Cubic and related structures Hexagonal Close Packed and related structures Carbon and Related Structures Manganese Structures The Laves Phases Perovskite and Related Structures Quartz (SiO and Related Structures Sulfur and its Compounds Lanthanides, Actinides, and Compounds IIIb-VIIb Elements and Compounds Binary Pnma Alloys Other Structures Structures indexed by: Strukturbericht Designation Pearson Symbol Space Group ... References used in creating these pages.

3. The LATTICE -- FreeForm Science Fiction RolePlaying The lattice FreeForm SciFi RPG, an infinite grid of artifical worlds, built billions of years ago and abandoned by an ancient alien race of neargodlike power. http://www.mysteryandmagic.com/lattice

Welcome to the Lattice Your browser does not support FRAMES. You must upgrade to the FREE current version of or Microsoft Internet Explorer to access this game. If you have questions, please e-mail the LatticeMaster

4. Lattice Communications lattice Communications is one of the 10 largest independent tower owners and operators in the United States. The company currently owns, operates and has under construction in excess of 300 towers located in 16 states nationwide. lattice Communications leases and maintains tower space, develops buildto-suit sites http://www.latticecommunications.com/

Lattice Communications is one of the 10 largest independent tower owners and operators in the United States. The company currently owns, operates and has under construction in excess of 300 towers located in 16 states nationwide. Lattice Communications leases and maintains tower space, develops build-to-suit sites as well as evaluates existing tower portfolios for acquisition or merger. Lattice Communications 441 Vine Street Suite 3900 Cincinnati, Ohio 45202 513.381.8808 (Fax)

5. Lattice Mobile Computing Solutions Software Development Tools lattice, Inc. provides applications software for users of mobile computers in a variety of industries that automate many tasks for mobile workers such as the collection of medical samples, Send http://www.lattice.com/

6. Crystal Lattice Structures A list of the possible crystal structures with a diagram of each type. http://members.iworld.net/joo/physics/curri-sub/crystal/lattice.html

3-D Crystal Lattice Images Simple lattices and their unit cells Simple Cubic (SC) - There is one host atom ("lattice point") at each corner of a cubic unit cell. The unit cell is described by three edge lengths a = b = c = 2r (r is the host atom radius), and the angles between the edges, alpha = beta = gamma = 90 degrees. There is one atom wholly inside the cube (Z = 1). Unit cells in which there are host atoms (or lattice points) only at the eight corners are called primitive Body Centered Cubic (BCC) - There is one host atom at each corner of the cubic unit cell and one atom in the cell center. Each atom touches eight other host atoms along the body diagonal of the cube (a = 2.3094r, Z = 2). Face Centered Cubic (FCC) - There is one host atom at each corner, one host atom in each face, and the host atoms touch along the face diagonal (a = 2.8284r, Z = 4). This lattice is "closest packed", because spheres of equal size occupy the maximum amount of space in this arrangment (74.05%); since this closest packing is based on a cubic array, it is called "cubic closest packing": CCP = FCC. FCC Primitive - It is also possible to choose a primitive unit cell to describe the FCC lattice. The cell is a rhombohedron, with a = b = c = 2r, and alpha = beta = gamma = 60 degrees. [A cube is a rhombohedron with alpha = beta = gamma = 90 degrees!]

7. Lattice Geometries Describes a method of defining lattice geometries for use in computational physics. http://www.hermetic.ch/compsci/lattgeom.htm

Lattice Geometries by Peter Meyer Written during 1999 CE; last revised 2000-01-17 CE. Published here 2001-02-17 CE (previously unpublished). A lattice (in the sense used in computational physics) has a certain geometric structure, e.g. "square", "triangular", "diamond", "cubic", etc. Here we consider how to represent these lattice geometries in a way which facilitates implementation as data structures within computer memory. The method of representation of lattice geometries described in this article was used in the software developed by the author to simulate the behavior of magnetic material by means of Ising and Potts spin models, as described in detail in his M.Phil. thesis, Computational Studies of Pure and Dilute Spin Models . That these representations are correct is shown by the fact that the measured properties of the models studied accord with results in the literature. We begin with the hypothesis that any lattice geometry of interest in spin model studies can be represented as (a) the set of all points in n-dimensional Cartesian space with integral coordinates, i.e., the space of n-dimensional vectors (x i ) whose components are integers, together with (b) a set of lines joining these points. The points are the lattice "sites" and the lines are the lattice "bonds". A vector (x

8. Modular Robotics: Lattice Telecube module simulation programmed using local rules to locomote through reconfiguration. For example, in 2D, a lattice could be a rectilinear grid and the modules (usually all identical) move http://www2.parc.com/spl/projects/modrobots/lattice

PARC People Chain - Lattice - Pubs Demos Sims Links Lattice Robots Telecube Proteo Digital Clay Telecube module simulation programmed using local rules to locomote through reconfiguration. Robots that use lattice reconfiguration are self-reconfigurable robots that rearrange their positions by moving from one position on a lattice to a neighboring position on the lattice, like LEGO(r) bricks that could rearrange themselves. For example, in 2D, a lattice could be a rectilinear grid and the modules (usually all identical) move from one square to another. The connectivity may be 4 connected (the squares in each cardinal direction) or 8 connected (including the diagonally adjacent ones). The only important characteristic is that the number of neighbors is discrete and finite. The type of lattice leads to different forms of hardware and motions. The easiest ones to think about are the common lattices found in crystallic packing like that of atoms. The lattice structure makes planning the motions of when and where to move modules an interesting one from a computer science point of view as the space of possible motions is easy to represent in a computer. It is also interesting but difficult because the space of possible sequences grows exponentially with the number of modules. What seems to excite many people is imagining many thousands or millions or billions of tiny modules as some form of blob morphing from one arbitrary shape into another. This currently the most popular style of self-reconfigurable robot perhaps because of this reason. There are a large variety of groups working on building, simulating, controlling and planning these robots that can be seen on the

9. Crystal Lattice Structures Stereoimages of inorganic lattice types. http://www.chem.lsu.edu/htdocs/people/sfwatkins/ch4570/lattices/lattice.html

3-D Crystal Lattice Images All of the following images are crossed-stereo pairs. To view them, cross your eyes and focus. Author's note this material has been expanded and updated, and can be found at these locations: http://wb.chem.lsu.edu/htdocs/people/sfwatkins/MERLOT/lattice/01intro.html (unframed version) http://wb.chem.lsu.edu/htdocs/people/sfwatkins/MERLOT/flattice/00lattice.html (frames version) You may also find this material on the MERLOT website. sfw, 5/4/01 Simple lattices and their unit cells Simple Cubic (SC) - There is one host atom ("lattice point") at each corner of a cubic unit cell. The unit cell is described by three edge lengths a = b = c = 2r (r is the host atom radius), and the angles between the edges, alpha = beta = gamma = 90 degrees. There is one atom wholly inside the cube (Z = 1). Unit cells in which there are host atoms (or lattice points) only at the eight corners are called primitive Body Centered Cubic (BCC) - There is one host atom at each corner of the cubic unit cell and one atom in the cell center. Each atom touches eight other host atoms along the body diagonal of the cube (a = 2.3094r, Z = 2). Face Centered Cubic (FCC) - There is one host atom at each corner, one host atom in each face, and the host atoms touch along the face diagonal (a = 2.8284r, Z = 4). This lattice is "closest packed", because spheres of equal size occupy the maximum amount of space in this arrangment (74.05%); since this closest packing is based on a cubic array, it is called "cubic closest packing": CCP = FCC.

10. Search For K-optimal Lattice Rules Mathematical project with a somewhat technically intimidating site. Whitepapers and software for Linux, UNIX, MacOS X, Windows. http://www.ii.uib.no/grisk/

Welcome to GRISK. A great international, collaborative, distributed computing effort. What's K-optimal lattice rules? A whitepaper on GRISK in postscript or pdf How can I contribute to the search? How the search is organized. Progress of ongoing search ... Who's been helping us make this work NEWS: NEW MILESTONE, New search!!! (new bug) MacOS X client available, get it here New milestone! Delta = 7 completed. Windows client available, download it here! New search started Closing the gap Changes to the client Satisfy our greed. Contribute your idle CPU-cycles! Note: Grisk is the Norwegian word for greedy . Eksample of greed can be viewed here

11. The AGFL Grammar Work Lab A system of public domain software for natural language processing. Includes a formalism for compact grammar description, parser generation system, transduction tool. http://www.cs.kun.nl/agfl/

Welcome to the AGFL Grammar Work Lab Natural Language Processing About AGFL AGFL under GPL AGFL and the web About Version 2.3 ... Try the English Parser/Transducer Manual of AGFLsystem ps.gz pdf Download the AGFL system Bibliography ... External Links This is the website of the AGFL-project (Affix Grammars over a Finite Lattice) whose goal is the development of a technology for Natural Language Processing available in the public domain. The AGFL formalism for the syntactic description of Natural Languages has been developed by the Computer Science Department of the University of Nijmegen . It is a formalism in which large context free grammars can be described in a compact way. AGFLs belong to the family of two level grammars, along with attribute grammars: a first, context-free level is augmented with set-valued features for expressing agreement between parts of speech. The AGFL parser generation system for Natural Languages generates efficient parsers from AGFL grammars. It includes a lexicon system suitable for the large lexica needed in real life NLP applications. With financial support from the Stichting NL-net , the AGFL system has been brought under the GNU General Public License , encouraging use and contributions by others.

12. Window Box Manufacturer And Garden Store Sells window boxes, arbors, trellises, obelisks, rose towers, hanging baskets, and garden screens. http://www.hooksandlattice.com/

Window Boxes and planters can enhance the appearance of any home or business. At Hooks and Lattice we sell a wide variety of wood flower window boxes, steel flower window boxes, fiberglass flower window boxes, and PVC flower window boxes in both standard and custom sizes. Many of our extraordinary flower window boxes are designed to work with other flower window box accessories such as brackets and stands. Hook and Lattice's goal is to provide you the best selection of flower window boxes in the world. We also manufacture and sell many other extraordinary wrought iron home and garden products such as trellises, arbors, pot racks and bar stools. In addition to our window boxes we offer wide selection of bar stools. From a cabin style bar stool, to a more contemporary design bar stool. We offer curved leg swivel bar stools, straight leg swivel bar stools, contemporary leg bar stools, non-swivel bar stools, backless bar stools, billiard style bar stools and vanity stools. We also offer matching benches. Our billiard style bar stools make a great addition to you game or pool room or place your custom vanity stool in front of your favorite mirror. If you’re looking bar stool that you can customize by choosing the metal finish and fabric you've come to the right place. Call Michelle for free bar stool metal finish sample or a bar stool fabric sample. Hooks and Lattice strives to bring you a wide selection of bar stools and other home and garden related products. All Window Boxes Metal Window Boxes Wood Window Boxes Bar Stools-Free Samples ... Wine Racks Sold Here!

13. Programmable Devices And Solutions From Lattice Programmable logic device offerings from lattice Semiconductor high density PLDs,low density PLDs, field programmable gate arrays, field programmable system http://www.latticesemi.com/products/index.cfm?CFID=4027066&CFTOKEN=63318184

14. Splag.html J. H. Conway and N. J. A. Sloane (Springer, 1998). Contents, errata (including a missing page), updated tables and database. http://www.research.att.com/~njas/doc/splag.html

Sphere Packing, Lattices and Groups J. H. Conway and N. J. A. Sloane Editions First edition, Springer-Verlag, NY, 1988. Russian translation, 2 vols., published by Mir, Moscow, 1990. Second edition, Springer-Verlag, NY, 1993. Third edition, Springer-Verlag, NY Quotes from Reviews The review by Gian-Carlo Rota, in Advances in Mathematics , Vol. , Number 1, Nov. 1990, p. 136, reads, in full: ``This is the best survey of the best work in one of the best fields of combinatorics, written by the best people. It will make the best reading by the best students interested in the best mathematics that is now going on.'' The review by G. David Forney, Jr., in the IEEE Trans. Information Theory , Vol. , July 1990, pp. 955-956 concludes with: ``What is so often said in book reviews happens to be precisely true here: this book will be an essential reference for anyone whose work involves lattices for the forseeable future. There is nothing else like it, and as an intellectual accomplishment it is breathtaking.'' Details ISBN: 0-387-98585-9 Series: Grundlehren der mathematischen Wissenshaften, Volume

15. Crane Network, Used Cranes For Sale By Owner Used mobile cranes for sale by owner. Crane Sales include hydraulic and conventional lattice boom truck cranes, rough terrain, all terrain, crawler, carrydeck, and boomtruck cranes. http://www.cranenetwork.com/

My Crane Network Login! Email Us Select a location Alabama Alaska Arizona Arkansas Armed Forces Asia Armed Forces Europe Armed Forces Pacific California Colorado Connecticut Delaware District of Columbia Florida Georgia Hawaii Idaho Illinois Indiana Iowa Kansas Kentucky Louisiana Maine Maryland Massachusetts Michigan Minnesota Mississippi Missouri Montana Nebraska Nevada New Hampshire New Jersey New Mexico New York North Carolina North Dakota Ohio Oklahoma Oregon Pennsylvania Rhode Island South Carolina South Dakota Tennessee Texas Utah Vermont Virginia Washington West Virginia Wisconsin Wyoming Alberta British Columbia New Brunswick Newfoundland Northwest Territories Nova Scotia Nunavut Ontario Prince Edward Island Quebec Saskatchewan Yukon Territory New England Manitoba List Attachments More Attachments National Boom Truck... Telescope Cylinder ... ... Cranes For Sale 2001 Manitowoc 222B 100-ton crawler. Search by Type of Crane (Truck Cranes, Boomtrucks, Rough Terrains, Crawlers etc. ) State and Country Capacity of Crane Crane Dealers Individuals selling (1) crane Price Slashed on 60-ton Grove TMS760 truck crane. Location.Colorado. S/N..68543. Rebuilt boom cylinders (Honnen Equipment). Rebuilt 300 NTC Cummins(Rocky All), 1,098 hrs since rebuild. Rebuilt Radiator. Kruger A2B, LMI. New brake shoes rear axle. Oversized Allison Automatic 5-speed transmission. (for Mountain Passes). 2-speed Aux. trans.

16. Crystal Lattice Structures: Other Crystal Structure Web Sites Crystal lattice Structures Reference Date 1 Sep 1995. Last Modified 12 May2003. A 45, 581607 (1989). Go back to Crystal lattice Structure page. http://cst-www.nrl.navy.mil/lattice/others.html

Crystal Sites: Crystal Home Strukturbericht Designation ... Sites NRL Sites: NRL Home MSCT MSTD ... CCMS Crystal Lattice Structures: Reference Date: 1 Sep 1995 Last Modified: 12 May 2003 Other Crystal Structure Web Sites Other sources of information about crystal structures and lattices can be found at these sites, which are in no particular order. Listing of a commercial site is not an endorsement of any product which may be offered for sale at that site. Note that we have no control over the content of outside links Clicking on one of these links will open the page within the current window (or frame, if you are using our framed version Space Groups Space Group generators, Wyckoff positions , etc., are available online via the very useful Bilbao Crystallographic Server . The easiest way to find information about a given space group is to use the Table of Space Group Symbols Another version of the space group tables is available from the National Research Council of Canada's Generation of standard and alternate settings of the 230 Space Groups If you have a crystal structure, but don't know the space group, Harold Stokes' program

17. GULP Performs a variety of types of simulation on 3D periodic solids, gas phase clusters and isolated defects in a bulk material. In particular GULP is designed to handle both molecular solids and ionic materials through the use of the shell model. One difference between GULP and other similar programs is that symmetry is used for solids to accelerate the calculations and to simplify the input. Freely available to academics only. http://gulp.curtin.edu.au/

CurtinSearch Curtin Site Index Home Overview of GULP capabilities ... GULP Bugs General Utility Lattice Program GULP is a program for performing a variety of types of simulation on 3D periodic solids, gas phase clusters and isolated defects in a bulk material. In particular GULP is designed to handle both molecular solids and ionic materials through the use of the shell model. One difference between GULP and other similar programs is that symmetry is used for solids to accelerate the calculations and to simplify the input. This can lead to up to an order of magnitude improvement in computational efficiency. Scientific details about GULP can be found in the following papers: GULP - a computer program for the symmetry adapted simulation of solids, J.D. Gale, JCS Faraday Trans., Empirical potential derivation for ionic materials, J.D. Gale, Phil. Mag. B, The General Utility Lattice Program, J.D. Gale and A.L. Rohl, Mol. Simul. GULP is freely available to academics only, subject to the conditions that the software is only used for academic research and not distributed to anyone else without permission. If you agree to these conditions, then send an email stating this to j.gale@curtin.edu.au

18. Programmable Devices And Solutions From Lattice Programmable logic device offerings from lattice Semiconductor high density PLDs, low density PLDs, field programmable gate arrays, field programmable system on a chip, signal switching/ Programmable Devices and Solutions From lattice. lattice's ORCA FPSCs offer demonstrated high ispPAC. lattice's XPIO 110GXS single-chip transceiver features unmatched power efficiency http://www.latticesemi.com/products/index.cfm

Search Help entire site data sheets application notes FAQs part numbers for Parametric Device Search What's New Products FPGA ... Digital Interconnect Analog Automotive Military Mature Devices ... Development Tools Packaging ISP Technology Home Products Programmable Devices and Solutions From Lattice Lattice's ORCA FPSCs offer demonstrated high performance (up to 3.7 Gbps) SERDES backplane transceivers along with up to 900K usable FPGA system gates. Overview The world's first non-volatile, infinitely reconfigurable, instant-on FPGA: ispXPGA. The new family of FPGAs built on the familiar ORCA architecture: ORCA Series 4. Overview ispXPGA ORCA Series 4 ORCA Series 3 ... GAL The next generation in-system programmable (ISP) high-performance digital crosspoint switch with up to 38 Gbps bandwidth and 800 Mbps SERDES. Overview ispGDXV ispGDX Industry's first high-performance in-system programmable analog ICs (ispPAC family) and our new Programmable Mixed Signal device, ispPAC Power Manager. Overview ispPAC Power Manager ispPAC Lattice's XPIO 110GXS single-chip transceiver features unmatched power efficiency and supports both SONET OC-192 and 10 Gigabit Ethernet applications. Overview XPIO 110GXS Lattice's ispLEVER 4.0 design tools support all Lattice programmable logic products. Additional tools and utilities are also available.

19. Lattice From MathWorld lattice from MathWorld An algebra \left\langle{L;\wedge \vee}\right\rangle{} is called a lattice if L is a nonempty set, \wedge and \vee are binary operations on L, both \wedge and \vee are http://rdre1.inktomi.com/click?u=http://mathworld.wolfram.com/Lattice.html&y

20. Lattice MS-DOS OS/2 C Development System The lattice Optimizing C Compiler consistently produces winning benchmarkresults. Unlike compilers that are designed to optimize http://www.lattice.com/otherdos.htm

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