The Matrixcode can refer to A two dimensional barcode as opposed to linear and stacked symbologies , such as e.g. Data Matrix . The logo of The Matrix franchise. See Matrix digital rain . disambig ... more details
stop in mid air. Neo now sees the lines of green computer code that comprise the Matrix. Agent ... design See also Matrix digital rain In the film, the code that comprises the Matrix itself is frequently ...About the series The Matrix franchise other uses Matrix disambiguation Infobox film name The Matrix image The Matrix Poster.jpg caption Theatrical release poster director Andy Wachowski br Larry Wachowski ... by The Matrix Reloaded The Matrix is a 1999 science fiction film science fiction action film ... in the The Matrix series Matrix series of films, comic books, video games, and animation. The film ... this, computer programmer Neo The Matrix Neo is drawn into a rebellion against the machines, involving ... western s, dystopian fiction , and anime Japanese animation . Plot Computer programmer Neo The Matrix ... alias Neo. He wishes to learn the answer to the question What is the Matrix? based on cryptic messages on his computer. He encounters three sinister Agent The Matrix Agents , led by Agent Smith Hugo Weaving , which leads him to a group led by Morpheus The Matrix Morpheus Laurence Fishburne , who offers him the chance to learn the truth about the Matrix. Several members of Morpheus inner circle, including Trinity The Matrix Trinity Carrie Anne Moss , take Neo to a secret meeting, but only ... energy and body heat. The world in which Neo grew up was actually the Matrix, a simulated reality of the world ... and his crew belong to a group of free humans who unplug others from the Matrix and recruit them to their resistance against the machines. They are able to use their understanding of the Matrix s nature ... his limitless control over the Matrix. Neo is trained as a member of the rebellion. A socket in Neo s skull, used by the machines to connect him to the Matrix, also allows a direct connection to his ... arts styles. Further training introduces Neo to the key dangers in the Matrix itself. He learns that fatal ... any threats to the Matrix. Among their superhuman powers is the ability to take over the virtual ... more details
wiktionarypar matrix TOCright Matrix may refer to Science and mathematics Matrix mathematics , a mathematical object generally represented as an array of numbers Matrix calculus , a notation for calculus operations on matrix spaces Identity matrix Similarity matrix , which scores the similarity between two data points A number of bioinformatic related matrices, including Position specific scoring matrix , which represents a pattern or motif in biological sequences Substitution matrix , which estimates ... over time PAM matrix , or Point Accepted Mutation matrix, used in scoring sequence alignments BLOSUM BLOcks of Amino Acid SUbstitution Matrix , also used in scoring sequence alignments Matrix biology ... or embedded Extracellular matrix , any material part of a tissue that is not part of any cell Mitochondrial matrix , the inner part of a mitochondrion, where the Krebs cycle takes place Osteon or bone matrix, a form of connective tissue found in bone Nuclear matrix , an insoluble fraction of the cell nucleus Germinal matrix , an embryonic brain tissue Matrix, another term for a bacterial growth medium Matrix archeology , the soil or sediment surrounding a dig site Harris matrix , an archaeological tool used to describe sediment deposition over time Matrix chemical analysis , the discarded portion of a sample used for chemical analysis Matrix geology , the fine grains between larger grains ... Matrix isolation , a continuous solid phase in which particles precipitates, etc. are embedded Metal matrix composite , a type of composite material Technology Multistate Anti Terrorism Information Exchange MATRIX , a database of US Citizens Matrix numismatics , an intermediate into which the design of a coin is engraved Matrix printing , a mold for shaping the letters Dot matrix , a type of printer or display, usually of text Matrix decoder , a technology which allows a finite number of audio channels to be decoded to a greater amount of audio channels i.e. Dolby or Quadraphonic Matrix or matrix ... more details
The code may refer to The Code band , a ska punk band The Code 2001 film , a 2001 documentary about Linux Thick as Thieves 2009 film , a 2009 film also known as The Code An unwritten set of rules, for example in Fighting in ice hockey Etiquette ice hockey The Motion Picture Production Code aka Hays Code , a set of movie industry guidelines for censorship widely used between 1930 1968 See also Code disambiguation disambig it The Code ... more details
notability date January 2009 Each function in SAP ERP has an SAP Transaction Code associated with it. A transaction code or t code consists of letters, numbers, or both. You enter transaction codes in the command field. Use A transaction code will take you to any task in an SAP application faster. By entering a transaction code instead of using the menu, you navigate to a task and start the function in a single step. Like for creating users in SAP SU01 and for maintenance T code SU10 . T Codes are like shortcuts in windows OS. External links http www.easymarketplace.de transactions.php T Code look up SAP Transaction Codes with Report and Description http www.smart words.org sap transaction codes overview.html SAP Transaction Codes Overview The most useful SAP Transaction Codes incl. pdf for download Category SAP company Category ERP software ... more details
Infobox Album Name No Code Type studio Artist Pearl Jam Cover PearlJam NoCode.jpg Released August 27 ... Vitalogy br 1994 This album No Code br 1996 Next album Yield album Yield br 1998 Misc Singles Name No Code Type studio single 1 Who You Are song Who You Are single 1 date July 30, 1996 single 2 Hail, Hail single 2 date 1996 single 3 Off He Goes single 3 date 1996 No Code is the fourth studio album ... elements of garage rock , worldbeat , and Experimental music experimentalism . Although No Code ... Industry Association of America RIAA in the United States. No Code would be the band s last album ... again worked with producer Brendan O Brien music producer Brendan O Brien . No Code was the band s first ... the summer U.S. leg of the band s Vitalogy Tour , the band began work on No Code in Chicago ... state Georgia . ref 1996 Album notes for No Code by Pearl Jam, CD booklet . New York Sony Music ... was more on the fly during the making of No Code , and some good thing happened out of that, but we ......But by the end of No Code , he was so burnt, it was so much work for him. ref name philadelphia ..., Making No Code was all about gaining perspective. ref name spin Marks, Craig. The Road Less Traveled ..., No Code represented a deliberate break from Ten Pearl Jam album Ten s anthemic Arena rock stadium ... Weekly stated that No Code displays a wider range of moods and instrumentation than on any previous ... . Flemion is given credit in the No Code Gramophone record vinyl , but the credit is inexplicably ... break Code Pearl Jam s exotic jumble&pqatl google Review No Code . USA Today 01.D. August 23, 1996. ref ... web 20010305231147 www.pitchforkmedia.com record reviews p pearl jam no code.shtml Pearl Jam No Code ... name nme August 24, 1996 . Review No Code . NME p. 50 . ref rev4 Q magazine Q rev4Score Rating 4 5 ref name q October 1996 . Review No Code . Q magazine Q p. 158 . ref rev5 The New York Times rev5Score ... 5 ref name allmusic cite web title allmusic No Code Review url Allmusic class album id r239233 pure ... more details
scipy.sparse.lil matrix . Coordinate list COO COO stores a list of code row, column, value code tuples .... This is the traditional format for specifying a sparse matrix in Matlab via the code sparse code ... sparse m n matrix, M , in row form using three one dimensional arrays. Let code NNZ code denote ... code i code of the original matrix extends from code A IA i code to code A IA i 1 1 code , i.e. from ... , where code val code is an array of the left to right, then top to bottom non zero values of the matrix ... values of the matrixcode row ind code is the row indices corresponding to the values and, code col ... Pareto principle Ragged matrix Skyline matrix Sparse array Sparse graph code Sparse file Harwell ...Image Finite element sparse matrix.png right thumb A sparse matrix obtained when solving a finite element ... of numerical analysis , a sparse matrix is a matrix mathematics matrix populated primarily ... had springs connecting each ball to all other balls, the system would be represented by a dense matrix ... s and data structure s that take advantage of the sparse structure of the matrix. Operations using standard dense matrix structures and algorithms are slow and consume large amounts of Computer memory .... Storing a sparse matrix The na ve data structure for a matrix is a two dimensional array. Each entry in the array represents an element a sub i , j sub of the matrix and can be accessed by the two Index information technology indices i and j . For an m n matrix, enough memory to store at least m n entries to represent the matrix is needed. Substantial memory requirement reductions can be realised ... modification, and 2 those that support efficient matrix operations. The efficient modification group includes DOK, LIL, and COO and is typically used to construct the matrix. Once the matrix is constructed, it is typically converted to a format, such as CSR or CSC, which is more efficient for matrix operations. Dictionary of keys DOK DOK represents non zero values as a dictionary mapping code ... more details
s termination code in exchange for their daughter s passage into the Matrix as an Exile via ...DISPLAYTITLE Oracle The Matrix Speculation Unencyclopedic date June 2010 Infobox character colour black colour text white name The Oracle series The Matrix series The Matrix image Image The Oracle i .gif caption Gloria Foster as the Oracle. first The Matrix last The Matrix Revolutions cause creator Wachowski ... Image Matrix oraclesitsandtalkstoneo.gif thumb 200px right Gloria Foster as The Oracle. The Oracle is a fictional character portrayed by Gloria Foster and Mary Alice within the Matrix series of films created by the Wachowski brothers . The character also appears in the video game Enter the Matrix and the MMORPG The Matrix Online . Overview In the first film, she is a mysterious but powerful figure ... Matrix fictional universe the Matrix s system. Later, she is revealed to be a Sapience sapient computer program program who is integral to the very nature of the Matrix itself. Whether her power of prediction ... power cannot be used to predict the ultimate actions of Neo The Matrix Neo , who possesses genuine free will when he defies the Architect The Matrix Architect . Her power of foresight, on the other ... thus, allowing the Matrix to become more accustomed for the majority of the human population to accept. She exhibits a trait for predicting events directly relevant to the nature and or programming of the Matrix ... is her prediction about Neo s choice in the second movie, The Matrix Reloaded she had existed ... .jpg thumb left Mary Alice as the Oracle. The Oracle is played by Gloria Foster in The Matrix and The Matrix Reloaded , and by Mary Alice in The Matrix Revolutions and Enter the Matrix , one of the franchise s video games. In The Matrix Revolutions and Enter the Matrix , it is explained that List of programs and machines in the Matrix series Kamala Kamala and List of programs and machines in the Matrix ... diabetes before her role in Matrix Revolutions was shot. In the third Matrix movie, the Oracle hints ... more details
In coding theory , a generator matrix is a Basis linear algebra basis for a linear code , generating all its possible codewords. If the matrix is G and the linear code is C , w c G where w is a codeword of the linear code C , c is a row vector, and a bijection exists between w and c . A generator matrix for an math n math , math M q k math , math d math sub math q math sub code has dimensions k n . Here n is the length of a codeword, k is the number of information bits, d is the minimum distance of the code, and q is the number of symbols in the alphabet thus, q 2 indicates a binary code , etc. . The number of Redundancy information theory redundant bits is denoted by r n k . The Systematic code systematic form for a generator matrix is math G begin bmatrix I k P end bmatrix math where math I k math is a k k identity matrix and P is of dimension k r . A generator matrix can be used to construct the parity check matrix for a code and vice versa . Equivalent Codes Codes C sub 1 sub and C sub 2 sub are equivalent denoted C sub 1 sub C sub 2 sub if one code can be created from the other via the following two transformations ol li permute components, and li scale components. ol Equivalent codes have the same distance. The generator matrices of equivalent codes can be obtained from one another via the following transformations ol li permute rows li scale rows li add rows li permute columns, and li scale columns. ol See also Hamming code 7,4 External links http mathworld.wolfram.com GeneratorMatrix.html MathWorld entry DEFAULTSORT Generator Matrix Category Coding theory cs Generuj c matice de Generatormatrix fr Matrice g n ratrice ja sl Generatorska matrika ... more details
of The Matrix, merging with a human inside the core of the Machine code base itself, combining the three ...DISPLAYTITLE Trinity The Matrix Refimprove date July 2009 Infobox character colour black colour text white name Trinity series The Matrix series The Matrix image Commented out Image The Matrix Poster.jpg caption Trinity far right first The Matrix last The Matrix Revolutions creator Wachowski Brothers portrayer Carrie Anne Moss films , Jennifer Hale voice in The Matrix Path of Neo episode nickname Trin alias species Human gender Female occupation title First Mate of the List of ships in the Matrix ... none nationality unknown Trinity is a fictional character in The Matrix universe , played by Carrie ... in The Matrix Reloaded Trinity first appears in the original Matrix film and is a major character ... is a computer programmer and a Hacker computer security hacker who has escaped from the Matrix, a sophisticated ... about her previous life inside the Matrix, we are told that she cracked a database so secure that she is famous amongst hackers, and that Morpheus The Matrix Morpheus , one of a number of real ... of the series, she is first mate on Morpheus List of ships in the Matrix series Nebuchadnezzar ... from the Matrix. As the series progresses, her primary importance as a character becomes her close relationship with Neo The Matrix Neo . She is skilled with computers, at operating vehicles both inside and outside the Matrix, and in martial arts. Throughout the series, her Matrix given name is never revealed. Role in the films The Matrix Trinity is first introduced at the beginning of The Matrix , in a phone conversation with List of minor characters in the Matrix series Cypher Cypher , which ... officers and Agent The Matrix Agents , a series of programs that police the Matrix against rebels ... and the rest of the Nebuchadnezzar s crew unplug Neo from the Matrix and begin his training as a new recruit in the war against the machines. She participates in several missions into the Matrix, including ... more details
In mathematics , a Walsh matrix is a specific Matrix mathematics Square matrices and related definitions square matrix , with dimensions a power of 2, the entries of which are 1 or &minus 1, and the property that the dot product of any two distinct rows or columns is zero. The Walsh matrix was proposed by Joseph Leonard Walsh in 1923. ref name kanjilal Each row of a Walsh matrix corresponds to a Walsh function . The natural ordered Hadamard matrices Hadamard matrix is defined by the recursive formula below, and the sequency ordered Hadamard matrix is formed by rearranging the rows so that the number of sign changes in a row is in increasing order. ref name kanjilal Adaptive Prediction and Predictive Control, by P. P. Kanjilal, p 210, 1995, IET, ISBN 0863411932 ref Confusingly, different sources refer to either matrix as the Walsh matrix. The Walsh matrix and Walsh function s are used in computing the Walsh transform and have applications in the efficient implementation of certain signal processing operations. Formula The Hadamard matrices of dimension 2 sup k sup for k &isin N are given by the recursive formula The lowest order of Hadamard matrix is 2 math H 2 1 begin bmatrix 1 & 1 1 & 1 end bmatrix , math math H 2 2 begin bmatrix 1 & 1 & 1 & 1 1 & 1 & 1 & 1 1 & 1 & 1 & 1 1 & 1 & 1 & 1 end bmatrix , math and in general math H 2 k begin bmatrix H 2 k 1 & H 2 k 1 H 2 k 1 & H 2 k 1 end bmatrix H 2 otimes H 2 k 1 , math for 2 &le k &isin N , where math otimes math denotes the Kronecker product . Sequency ordering The sequency ordering of the rows of the Walsh matrix can be derived from the ordering of the Hadamard matrix by first applying the Cooley&ndash Tukey FFT algorithm Data reordering, bit reversal, and in place algorithms bit reversal permutation and then the Gray code permutation . ref Yuen, C. 1972. Remarks on the Ordering of Walsh ..., and 3 sign changes. See also Haar wavelet Quincunx matrix Notes reflist DEFAULTSORT Walsh Matrix Category ... more details
In linear algebra , an augmented matrix is a matrix mathematics matrix obtained by appending the columns of two given matrices, usually for the purpose of performing the same elementary row operations on each of the given matrices. Given the matrices A and B , where math A begin bmatrix 1 & 3 & 2 2 & 0 & 1 5 & 2 & 2 end bmatrix , quad B begin bmatrix 4 3 1 end bmatrix . math Then, the augmented matrix A B is written as math A B left begin array ccc c 1 & 3 & 2 & 4 2 & 0 & 1 & 3 5 & 2 & 2 & 1 end array right . math This is useful when solving system of linear equations systems of linear equations . The number of solutions to a system of linear equations depends only on the rank of the matrix representing the system and the corresponding augmented matrix. The augmented matrix may also be used to find the inverse of a matrix by combining it with the identity matrix . Examples Let C be a square 2 2 matrix where math C begin bmatrix 1 & 3 5 & 0 end bmatrix . math To find the inverse of C we create C I where I is the 2 2 identity matrix . We then reduce the part of C I corresponding to C to the identity matrix using only elementary row operations on C I . math C I left begin array cc cc 1 & 3 & 1 & 0 5 & 0 & 0 & 1 end array right math math I C 1 left begin array cc cc 1 & 0 & 0 & frac 1 5 0 & 1 & frac 1 3 & frac 1 15 end array right math As used in linear algebra, an augmented matrix is used to represent the coefficients and the solution vector of each equation set. For the set of equations math begin align x 1 2x 2 3x 3 & 0 3x 1 4x 2 7x 3 & 2 6x 1 5x 2 9x 3 & 11 end align math the augmented matrix would be composed of math A begin bmatrix 1 & 2 & 3 3 & 4 & 7 6 & 5 & 9 end bmatrix ... Minc, A survey of matrix theory and matrix inequalities , Dover Publications , 1992, ISBN 0 486 67102 X. Page 31. External links http www.codecodex.com wiki Augumented Matrixes Code to display an Augumented Matrix Category Matrices algebra stub es Matriz aumentada sl Raz irjena matrika th ... more details
of weapons that reveal the Matrix s inner workings its code for all human beings to see, even ... bends the code of the Matrix and emerges from a vent in the wall. Morpheus is caught off guard ...DISPLAYTITLE Morpheus The Matrix unsourced date July 2009 Infobox character colour black colour text white name Morpheus series The Matrix series The Matrix image caption first The Matrix last cause creator ... occupation title Captain of the List of ships in the Matrix series Nebuchadnezzar .28.22Neb.22.29 ... of a fictional character played by Laurence Fishburne in the science fiction films, The Matrix , The Matrix Reloaded , and The Matrix Revolutions . The Wachowski brothers , writers and directors of The Matrix films, were fans of Neil Gaiman and based the character of Morpheus on Dream comics ... date July 2008 also adopting one of his most common pseudonyms, Morpheus. Morpheus voice role in The Matrix ... Image of Morpheus from the Matrix In the Matrix films, Morpheus is the captain of the Nebuchadnezzar ship Nebuchadnezzar , which is a hovercraft of the human forces of the last human city, Zion The Matrix ... in the Matrix, a virtual computer generated world. Morpheus was once a human living inside the Matrix ... is also known in the Matrix fictional universe Matrix , but as a dangerous terrorism terrorist wanted by Agent The Matrix Agents , who appear to be Federal investigators but are sentient computer programs that patrol the Matrix, eliminating any threat to the Matrix. Like other hovercraft crews, Morpheus and his crew are dedicated to the protection of Zion and the freeing of humans from the Matrix ... s involvement with the dreaming of the Matrix. The mythical Morpheus and his family, including ... over to Morpheus in The Matrix, who offers Neo either a blue pill to forget about The Matrix and continue ... The One Earlier in his life, Morpheus gained the romantic attention of Niobe The Matrix Niobe ... The Matrix the Oracle , an ally living in the Matrix, who told Morpheus that he would be the person ... more details
matrix math F n. math This code is also referred to as a Walsh code . The Hadamard code , by contrast ...In mathematics , an Hadamard matrix , named after the French mathematician Jacques Hadamard , is a square matrix whose entries are either 1 or &minus 1 and whose rows are mutually orthogonal . In geometric terms, this means that every two different rows in a Hadamard matrix represent two perpendicular ... as well as rows. The n dimensional parallelepiped spanned by the rows of an n n Hadamard matrix has ... in absolute value by 1. Equivalently, a Hadamard matrix has Hadamard s maximal determinant .... Certain Hadamard matrices can almost directly be used as an error correcting code using a Hadamard code generalized in Reed Muller code s , and are also used in balanced repeated replication BRR , used ... the definition that a Hadamard matrix H of order n satisfies math H H mathrm T n I n math where I sub n sub is the n × n identity matrix and H sup T sup is the transpose of H . Consequently the determinant of H equals n sup n 2 sup . Suppose that M is a complex matrix of order n , whose entries ... for a real matrix M if and only if M is a Hadamard matrix. The order of a Hadamard matrix must ... first constructed by James Joseph Sylvester in 1867. Let H be a Hadamard matrix of order n . Then the partitioned matrix math begin bmatrix H & H H & H end bmatrix math is a Hadamard matrix of order ... called Walsh matrix Walsh matrices . math H 1 begin bmatrix 1 end bmatrix , math math H 2 begin ... matrix symmetric and traceless . The elements in the first column and the first row are all Positive ... construction If we map the elements of the Hadamard matrix using the group homomorphism math ... matrix. First consider the matrix math F n math , the math n times 2 n math matrix whose columns ... matrix under the above homomorphism is given by math H 2 n F n rm T F n. math This construction demonstrates that the rows of the Hadamard matrix math H 2 n math can be viewed as a length math ... more details
In linear algebra , an alternant matrix , is a matrix math matrix with a particular structure, in which successive columns have a particular function applied to their entries. An alternant determinant is the determinant of an alternant matrix. Such a matrix of size m × n matrix may be written out as math M begin bmatrix f 1 alpha 1 & f 2 alpha 1 & dots & f n alpha 1 f 1 alpha 2 & f 2 alpha 2 & dots & f n alpha 2 f 1 alpha 3 & f 2 alpha 3 & dots & f n alpha 3 vdots & vdots & ddots & vdots f 1 alpha m & f 2 alpha m & dots & f n alpha m end bmatrix math or more succinctly math M i,j f j alpha i math for all indices i and j . Some authors use the transpose of the above matrix. Examples of alternant matrices include Vandermonde matrix Vandermonde matrices , for which math f i alpha alpha i 1 math and Moore determinant Moore matrices for which math f i alpha alpha q i 1 math . Alternant matrices are used in coding theory in the construction of alternant code s. See also List of matrices References cite book author F.J. MacWilliams authorlink Jessie MacWilliams coauthors N.J.A. Sloane title The Theory of Error Correcting Codes publisher North Holland date 1977 isbn 0 444 85193 3 page 368 cite book author Thomas Muir authorlink Thomas Muir mathematician title A treatise on the theory of determinants date 1960 publisher Dover Publications pages 321 363 algebra stub Category Matrices Category Determinants ar sl Izmeni na matrika ... more details
code of simple sparse matrix routines, still useful even if long superseded. ref is about same as for Cholesky for banded matrices available for banded matrix banded matrices , e.g. in LAPACK for a prototype skyline code, see ref name George . Before storing a matrix in skyline format, the rows ...A skyline matrix , or a variable band matrix , or envelope storage scheme ref Citation title Fundamentals of matrix computations last Watkins first David S. publisher John Wiley & Sons, Inc. place New York year 2002 edition Second page 60 isbn 0 471 21394 2 url http books.google.com books?id xi5omWiQ 3kC&lpg PA60&ots KiXRfu0zfe&dq 22envelope 20storage 22 20matrix&pg PA60 v onepage&q 22envelope 20storage 22 20matrix&f false ref is a form of a sparse matrix storage format matrix that reduces the storage requirement of a matrix more than band matrix banded storage . In banded storage, all entries within a fixed distance from the diagonal called half bandwidth are stored. In column oriented skyline storage, only the entries from the first nonzero entry to the last nonzero entry in each column are stored. There is also row oriented skyline storage, and, for symmetric matrices, only one triangle is usually stored. ref Citation title Templates for the solution of linear systems last1 Barrett first1 Richard last2 Berry last3 Chan last4 Demmel last5 Donato last6 Dongarra last7 Eijkout last8 Pozo last9 Romine last10 Van der Vorst chapter Skyline Storage SKS publisher SIAM year 1994 isbn 0 89871 328 5 chapterurl http www.netlib.org linalg html templates node96.html url http www.netlib.org linalg html templates Templates.html ref Skyline storage has become very popular in the finite element ... of solving systems of linear equations with a symmetric, positive definite matrix all fill in falls ... store only the nonzero entries of the matrix, become more efficient for very large problems due to much less fill in. See also Sparse matrix Banded matrix Frontal solver References reflist Category ... more details
Music from the Motion Picture contain hidden codes for Enter The Matrix not just the one code given ...Infobox VG title Enter the Matrix image Image Enter the Matrix Coverart.png 256px caption North American ... ROM requirements Enter the Matrix is the first video game based on The Matrix series The Matrix series ... despite Enter The Matrix success url http www.gamesindustry.biz content page.php?section name pub&aid 3409 work GamesIndustry.biz accessdate 2007 01 23 ref Enter the Matrix was simultaneously produced with The Matrix Reloaded and The Matrix Revolutions films. Overview First released on 15 May 2003, the same day as The Matrix Reloaded nowiki nowiki s North American release, Enter the Matrix gives players control of two of the supporting characters in that film, Ghost The Matrix Ghost and Niobe The Matrix Niobe , members of the same group of rebels as Morpheus The Matrix Morpheus , Trinity The Matrix Trinity , and Neo The Matrix Neo . Niobe is the Captain of the Logos The Matrix Logos , the fastest ... in The Matrix Reloaded a character may walk out of a scene in the film, only to walk into a scene ... . It also includes a hacking system that simulates the ability to Hacker computer security hack into the Matrix .... Connections to the films Enter the Matrix was designed, like The Animatrix , to be an integral part of the Matrix series. Many previous movies have been adapted as games, but in this case, the game expands upon the story told in the films. Enter the Matrix includes two hours of live action ... included as part of The Ultimate Matrix Collection on the The Matrix Reloaded Revisited DVD . The martial ... is not the only target of Persephone The Matrix Persephone s predilection toward trading kisses ... also to the continuity of the Matrix universe is the first appearance of actress Mary Alice in the role of the Oracle The Matrix Oracle . Gloria Foster , the original actress, died of complications related to diabetes early on in the production of both The Matrix Reloaded and The Matrix Revolutions ... more details
within the Matrixcode against scans. Zion used this new found ability to track down and re capture ...Infobox character colour white colour text black name Seraph series The Matrix series The Matrix image caption first The Matrix Reloaded last cause creator Wachowski Brothers portrayer Collin Chou episode ... of the Oracle The Matrix Oracle callsign family spouse children relatives residence religion ... removed Image The Matrix Reloaded Seraph screenshot.png thumb 300px right I am Seraph, guardian of the Oracle ... character played by Collin Chou in the science fiction The Matrix franchise Matrix universe. He ... which guards the Oracle Matrix character Oracle . The role was initially offered to Michelle Yeoh ..., Chou signed on. The Matrix Trilogy In The Matrix Reloaded and The Matrix Revolutions , Seraph is seen ... and Revolutions plot arcs, he has three brief altercations with warriors of Zion The Matrix Zion . The first is with Ballard, which he stages in order to get to know him the second, with Neo Matrix character Neo , to prove he is the One . The third takes place in the closing stages of Enter the Matrix ... either Niobe The Matrix Niobe or her First Mate List of minor characters in the Matrix series Ghost ... , Trinity Matrix character Trinity and Morpheus Matrix character Morpheus meet with the Oracle ... the Matrix fictional universe Matrix nor the Machine world a construct created by The Trainman Matrix ... eventually rescues Neo. Later, Seraph tries to flees with Sati Matrix character Sati Sati from the increasingly ... At this time, Seraph s alignment is uncertain. In The Matrix Online he claims he isn t allied ... iteration of the Matrix the List of programs and machines in the Matrix series Seraphim Seraphim ... even by any one in the Matrix, considering he was originally an Agent himself, along with the super ... entity in Matrix whom he could not defeat in a one on one confrontation. Despite not having his wings ... pills, absorbing, altering, or deleting something within their code. This has recently been revealed ... more details
Z matrix may mean Z matrix chemistry , a table of the locations of atoms comprising a molecule Z matrix mathematics , a matrix whose off diagonal entries are less than or equal to zero It may also refer to The matrix of Z parameters , a matrix characterizing an electrical network disambig ... more details
Matrix algebra may refer to Matrix theory , is the branch of mathematics that studies matrix mathematics matrices Matrix ring , thought of as an algebra over a field or a commutative ring disambig pl Algebra macierzy ... more details
In chemistry, matrix can refer to Matrix isolation , a technique which generally involves a reactive material being trapped within an unreactive solid matrix. Matrix chemical analysis , the remainder of the sample of which the analyte forms a part. dab ... more details
Daniweb Sample Code for Matrix Multiplication using MPI Parallel Programming Approach url http www.daniweb.com ...Technical date January 2011 In mathematics , matrix multiplication is a binary operation that takes a pair of matrix mathematics matrices , and produces another matrix. Matrix product Non Technical Details The result of matrix multiplication is a matrix whose elements are found by multiplying the elements of the same row from the first matrix times the associated elements of the same column from the second matrix and adding. The procedure for finding an element of the resultant matrix is to multiply the first element of the same row from the first matrix times the first element of the same column from the second matrix and add it to the second element of that row from the first matrix times the second element of that column from the second matrix, plus the third elements and so on until the last element of that row from the first matrix is multiplied by the last element of that column from the second matrix and added to the sum. Non Technical Example if math A begin bmatrix a&b c&d end ... math Technical Details The matrix product is the most commonly used type of product of matrices. Matrices offer a concise way of representing linear transformation s between vector space s, and matrix multiplication corresponds to the Function composition composition of linear transformations. The matrix ... matrix matches the number of the rows of the second matrix. The product of an m p matrix A with an p n matrix B is an m n matrix denoted AB whose entries are math AB i,j sum k 1 p A ik B kj , math ... that the matrix product is left and right distributive and the matrix unit s are multiplied ... n matrix with 1 at the intersection of the i th row and the k th column and zeros elsewhere and the second factor is the p n matrix with 1 at the intersection of the l th row and the j th column and zeros ... in a 4 3 matrix A , with columns for the products and rows representing the clients math A begin ... more details
Merge from Matrix biology date May 2010 Unreferenced date December 2009 In biology , matrix plural matrices is the material or tissue between animal or plant cell biology cells , in which more specialized structures are embedded, and a specific part of the mitochondrion that is the site of oxidation of organic molecules. The internal structure of connective tissue s is an extracellular matrix . Finger nail s and toenail s grow from matrices. Tissue matrices Extracellular matrix Main Extracellular matrix The molecules forming the glue between cells in connective tissues are summarily referred to as the extracellular matrix. Bone matrix Main Osteon Bone is a form of connective tissue found in the body and has a storage area, or osteon region, also called matrix that allows mineral salts such as calcium to be stored. Subcellular matrices Mitochondrial matrix Main Mitochondrial matrix In the mitochondrion , the matrix contains soluble enzymes that catalysis catalyze the oxidation of pyruvic acid pyruvate and other small Organic chemistry organic molecule s. Nuclear matrix Main Nuclear matrix In the cell nucleus the matrix is the insoluble fraction that remains after extracting the solubled DNA . Golgi matrix The Golgi matrix is a protein scaffold made up of golgin s on the cytoplasm ic side of the Golgi apparatus involved in keeping its shape and membrane stacking. Matrix medium A matrix is also a Growth medium medium in which bacteria are grown cultured . For instance, a Petri dish of agar may be the matrix for culturing a sample swab bed from a patient s throat. See also Matrix biology Matricity Tissues and cells Germinal matrix Hair matrix cell Molecular biology Matrix protein Matrix metalloproteinase Matrix attachment region Bioinformatics and sequence evolution Similarity matrix PAM matrix Substitution matrix Position specific scoring matrix Botany and agriculture Matrix Planting Population biology and ecology Matrix population models DEFAULTSORT Matrix Biology Category ... more details
Regular matrix may refer to regular stochastic matrix , a stochastic matrix such that all the entries of some power of the matrix are positive. e.g. Lewis, Matrix Theory, p. 169 invertible matrix this usage is rare . e.g. Plato et al., Concise Numerical Algebra, p. 60 the opposite of irregular matrix , a matrix with a different number of entries in each row. mathdab ... more details
An MDS matrix Maximum Distance Separable is a matrix mathematics matrix representing a function with certain diffusion cryptography diffusion properties that have useful applications in cryptography . Technically, an m× n matrix A over a finite field K is an MDS matrix if it is the transformation matrix of a linear transformation f x Ax from K sup n sup to K sup m sup such that no two different m n tuples of the form x,f x coincide in n or more components. Equivalently, the set of all m n tuples x,f x is an MDS code, i.e. a linear code that reaches the Singleton bound . Let math tilde A left begin array c rm Id n hline rm A end array right math be the matrix obtained by joining the identity matrix Id sub n sub to A. Then a necessary and sufficient condition for a matrix A to be MDS is that every possible n× n submatrix obtained by removing m rows from math tilde A math is non singular matrix non singular . Reed Solomon code s have the MDS property and are frequently used to obtain the MDS matrices used in cryptographic algorithms. Serge Vaudenay suggested using MDS matrices in cryptographic primitive s to produce what he called multipermutations , not necessarily linear functions with this same property. These functions have what he called perfect diffusion changing t of the inputs changes at least m t 1 of the outputs. He showed how to exploit imperfect diffusion to cryptanalysis cryptanalyze functions that are not multipermutations. MDS matrices are used for diffusion in such block cipher s as Advanced Encryption Standard AES , SHARK , Square cipher Square , Twofish , Manta cipher Manta , Hierocrypt , and Camellia cipher Camellia , and in the stream cipher MUGI and the cryptographic hash function WHIRLPOOL . References cite conference author Serge Vaudenay title On the Need for Multipermutations Cryptanalysis of MD4 and SAFER conference 2nd International Workshop on Fast Software Encryption FSE 94 pages 286&ndash 297 publisher Springer Verlag date November ... more details
Encyclopedia
top
