JOrtho is a free-to-use spell-checking library for Java that can be integrated easily. JOrtho can be bound to any JTextComponent that comes with the Swing framework. The JTextComponent is a base class of the Swing framwork that show any text. The dictionaries used by JOrtho are based up on the free Wiktionary project and can easily be changed while it checks the text. JOrtho also supports the well known red underline for potentially wrongly spelled words. The spell checker can be called via context-menu or by pressing F7 in your application.
One of the advantages is the simple integration in existing Swing application.
Supported Languages
As of release 2009-01 of the language package, JOrtho supports the following languages:
* Arabic
* English
* French
* German
* Italian
* Polish
* Russian
* Spanish
The company i-net software accepts suggestions for more languages to be converted for JOrtho. So there can virtually be any language to be spell-checked by JOrtho. In the project there are also the Java sources to generate your own dictionaries.
One of the advantages is the simple integration in existing Swing application.
Supported Languages
As of release 2009-01 of the language package, JOrtho supports the following languages:
* Arabic
* English
* French
* German
* Italian
* Polish
* Russian
* Spanish
The company i-net software accepts suggestions for more languages to be converted for JOrtho. So there can virtually be any language to be spell-checked by JOrtho. In the project there are also the Java sources to generate your own dictionaries.
Vivita(born on 02 June 1984) Official Site is a Toronto-based Canadian exploitation horror/action/sci-fi/fantasy actress, film-editor & filmmaker.
Biography
In 2006, Vivita [ http://www.imdb.com/name/nm2475997/ "Vivita" ] first appeared theatrically onscreen as a very brief 'Busty Gypsy Zombie', in David J. Francis's Zombie Night 2: Awakening.
Career
In 2009, she acted as main Co-Writer, Co-Director, Co-Producer, Editor and Actress in the renegade Canadian filmmaker/actor: Tony Watt's TWI Studio horror/sci-fi/fantasy feature film:Frankenpimp, as well as co-producing a documentary of legendary reggae great,Dobby Dobson ( and post-production on TWI Studio's Vixen Highway 2006 (2010) summer release.
Vivita had earlier co-hosted the North American cult horror t.v. showcase Twisted Sinema [ http://www.youtube.com/view_play_list?p=613367FEF6446912 "Twisted Sinema"].
She also enjoys biking, jogging & part-time belly-dancing professionally; which she once described as her way of "going to the gym".
Biography
In 2006, Vivita [ http://www.imdb.com/name/nm2475997/ "Vivita" ] first appeared theatrically onscreen as a very brief 'Busty Gypsy Zombie', in David J. Francis's Zombie Night 2: Awakening.
Career
In 2009, she acted as main Co-Writer, Co-Director, Co-Producer, Editor and Actress in the renegade Canadian filmmaker/actor: Tony Watt's TWI Studio horror/sci-fi/fantasy feature film:Frankenpimp, as well as co-producing a documentary of legendary reggae great,Dobby Dobson ( and post-production on TWI Studio's Vixen Highway 2006 (2010) summer release.
Vivita had earlier co-hosted the North American cult horror t.v. showcase Twisted Sinema [ http://www.youtube.com/view_play_list?p=613367FEF6446912 "Twisted Sinema"].
She also enjoys biking, jogging & part-time belly-dancing professionally; which she once described as her way of "going to the gym".
DJ Mondo is a disc jockey/producer who spins Florida breaks and funky breaks music. Mondo is a native of Tampa, Florida and a staple in the city's nightlife where he had a residency at the infamous Amphitheater in Ybor City and now the resident DJ at the Havana Club in Downtown Tampa. He is a regular and crowd favorite at all Sunset/Santoro Production events such as the Sunset series of festivals. Mondo is also an exclusive member of the remix group "The Phatt Heads" which have done exclusive remixes for artists such as: Justin Timberlake, Billie Ray Martin, Deborah Cox, B2K, P-Diddy, Heather Headley and Sarai.
His compilation albums feature tracks from DJ Sharaz, Brad Smith, DJ Rennixx, DJB, DJ Icey, and Backdraft; as well as remixes from Aquasky and Masterblaster, Goodfellas, and DJ X.
Albums
* Tampa Breaks, Volume 1
* Tampa Breaks, Volume 2
* Tampa Breaks, Volume 3
* Tampa Breaks, Volume 4
* Tampa Breaks, Volume 5
His compilation albums feature tracks from DJ Sharaz, Brad Smith, DJ Rennixx, DJB, DJ Icey, and Backdraft; as well as remixes from Aquasky and Masterblaster, Goodfellas, and DJ X.
Albums
* Tampa Breaks, Volume 1
* Tampa Breaks, Volume 2
* Tampa Breaks, Volume 3
* Tampa Breaks, Volume 4
* Tampa Breaks, Volume 5
In mathematics, a noncommutative polynomial which is positive on a bounded semi-algebraic set of operators has a weighted sum of squares representation. Every noncommutative polynomial can be written as a sum of monomials in which no two monomials contain the same two products of variables.
Noncommuting polynomials on matrix algebras is of interest in mathematics mainly due to showing that Connes' embedding conjecture is equivalent to an algebraic assertion involving the trace of polynomial values on matrices. This has motivated the consideration of linear span values of a noncommutative polynomial on the matrix algebra. For example, a class of algebras Q can be found such that it satisfies the following property: for every nontrivial noncommutative polynomial f(Y<sub>1</sub>, ... ,Y<sub>n</sub>), the linear span of all its values f(c<sub>1</sub>, ... ,c<sub>n</sub>), c<sub>i</sub> ∈ Q, equals Q. This class includes the algebras of all bounded and compact operators on an infinite dimensional Hilbert space.
Noncommuting polynomials on matrix algebras is of interest in mathematics mainly due to showing that Connes' embedding conjecture is equivalent to an algebraic assertion involving the trace of polynomial values on matrices. This has motivated the consideration of linear span values of a noncommutative polynomial on the matrix algebra. For example, a class of algebras Q can be found such that it satisfies the following property: for every nontrivial noncommutative polynomial f(Y<sub>1</sub>, ... ,Y<sub>n</sub>), the linear span of all its values f(c<sub>1</sub>, ... ,c<sub>n</sub>), c<sub>i</sub> ∈ Q, equals Q. This class includes the algebras of all bounded and compact operators on an infinite dimensional Hilbert space.