CN1564196A - VLSI realizing method of synchronous flowing arithmetic coder - Google Patents

VLSI realizing method of synchronous flowing arithmetic coder Download PDF

Info

Publication number
CN1564196A
CN1564196A CN 200410026019 CN200410026019A CN1564196A CN 1564196 A CN1564196 A CN 1564196A CN 200410026019 CN200410026019 CN 200410026019 CN 200410026019 A CN200410026019 A CN 200410026019A CN 1564196 A CN1564196 A CN 1564196A
Authority
CN
China
Prior art keywords
index
shiftbit
value
coding
cxn
Prior art date
Legal status (The legal status is an assumption and is not a legal conclusion. Google has not performed a legal analysis and makes no representation as to the accuracy of the status listed.)
Granted
Application number
CN 200410026019
Other languages
Chinese (zh)
Other versions
CN1267853C (en
Inventor
梅魁志
郑南宁
刘跃虎
姚霁
王勇
Current Assignee (The listed assignees may be inaccurate. Google has not performed a legal analysis and makes no representation or warranty as to the accuracy of the list.)
Xian Jiaotong University
Original Assignee
Xian Jiaotong University
Priority date (The priority date is an assumption and is not a legal conclusion. Google has not performed a legal analysis and makes no representation as to the accuracy of the date listed.)
Filing date
Publication date
Application filed by Xian Jiaotong University filed Critical Xian Jiaotong University
Priority to CN 200410026019 priority Critical patent/CN1267853C/en
Publication of CN1564196A publication Critical patent/CN1564196A/en
Application granted granted Critical
Publication of CN1267853C publication Critical patent/CN1267853C/en
Anticipated expiration legal-status Critical
Expired - Fee Related legal-status Critical Current

Links

Images

Landscapes

  • Compression, Expansion, Code Conversion, And Decoders (AREA)
  • Compression Or Coding Systems Of Tv Signals (AREA)

Abstract

The invention discloses a method for designing structure and key circuit of synchronous pipelining arithmetic coder suitable to hardware of image compression and video processing. For instance, JPEG2000 chip is capable of coding N pieces of input within N+3 timing cycle based on context-sensitive self-adapting arithmetic coder. Thus, following change is taken: flow of arithmetic coder in JPEG2000 protocol is converted to pipeline structure in three steps and assistant steps; putting forward optimizing algorithm in second and third steps in pipeline, index selection logic of Qe table under continuous CX input etc. Optimized result meets requirement of 200M timing clock under .25 micro techniques.

Description

The VLSI implementation method of synchronous flowing water arithmetic encoder
Technical field
The invention belongs to the VLSI design field.Be specifically related to the VLSI implementation method of a kind of synchronous flowing water arithmetic encoder in the hardware of compression of images or Video processing is realized.
Background technology
That uses in the JPEG2000 standard is based on contextual adaptive arithmetic code device, but the flow process that is provided in the standard relatively is applicable to the serial of software and realizes, in the exploitation of JPEG2000 chip, as use flow process in the standard, realize arithmetic encoder with state machine, then need input of 4 clock codings at least, add byteout, then need 6-7 clock.M.Tarui has proposed to use pipeline to realize arithmetic coding among the JBIG in " High speed implementation ofJBIG Arithmetic coder " [1], mainly show to realize the renewal of CX table by improved Qe, Keng-Khai exists " A high throughput context-based adaptive arithmetic codec for JPEG2000 " in [2] when using The pipeline design, a kind of bitstuffing flow process has been proposed, and provide the summary structural design, K-F.Chen is providing the summary structural design simultaneously in " Analysis andarchitecture design of EBCOT in JPEG2000 " [3], proposition is divided into 16 and 12 to reduce critical path with register C (to call CREG in the following text), but [1] be primarily aimed at arithmetic encoder among the JBIG, and revising the Qe table has increased storer, is 4 step streamlines; [1] [2] [3] do not provide the operation of Key Circuit and CX table, do not consider complete optimization, Key Circuit realization and the additional step that realizes the critical path that institute must consider of arithmetic encoder flowing water simultaneously.
Summary of the invention
According to above-mentioned situation, the object of the invention is, a kind of VLSI implementation method of synchronous flowing water arithmetic encoder is provided, and this method has provided the complete structural design of synchronous flowing water arithmetic encoder and Key Circuit realizes and the optimization of critical path.
The technical solution that realizes above-mentioned purpose is: the VLSI implementation method of synchronous flowing water arithmetic encoder, carry out according to the following steps:
1) at first the flow process of the arithmetic encoder in the JPEG2000 agreement is converted into three step pipeline organizations and additional step (the flush flow process in the agreement is seen the agreement Figure C-11 of JPEG2000)
2) second step and the 3rd in the three step streamlines is gone on foot the optimization that proposes algorithm level.
3) index (index) acquisition methods that the Qe under a kind of continuous CX shows is proposed; This method makes not to be needed the Qe probability tables is made amendment.
4) a kind of first nonzero digit testing circuit that uses the register A of combinational logic realization is proposed, with the realization in second step of accelerating flow waterline.
5) adopt several different methods that its critical path is optimized to second step and the 3rd step.
Described three step streamlines and supporting process are meant the inquiry that the whole flow process of arithmetic encoder is divided into four operation: CX tables by implementation procedure, the reading of the inquiry of Qe table and qe value (first step), the renewal (second step) of low 20 renewals of the renewal of register A, register C and CX table, the renewal of register C and byte output (byteout) (the 3rd step), with a supporting process (flush), to finish last byte output, as shown in Figure 1.
Because in second step and the 3rd step of streamline, the path of combinational logic is long, therefore at first need be optimized on algorithm, to reduce critical path.
By the regulation of the flow process in the agreement, when coding, at first inquire about the CX table, required qe value when coding found in the allocation index of the Qe table that is obtained by CX table again, the updating value of the current C X list item of the branch decision CX table of being walked by encoding again, the selection of the index of the Qe table when therefore CX imports continuously is the key point that restriction arithmetic encoder flowing water is realized.
In cataloged procedure, when the value of register A (16 bit) during less than 0X8000H, need be to the A normalization (Renorme in the agreement, see Figure C-8), A promptly moves to left, greater than 0X8000H,, at first need to detect the figure place that A need move to left up to the A value in single clock therefore for it is finished, as A=16 ' b0001,0100,1000,0001 o'clock, A need move to left three, to determine promptly that A counts from a left side first 1 before 0 number, be defined as the zero-bit testing circuit of A, provide the combinational circuit of this realization at this.
After overcoming the above problems, for making synchronous flowing water arithmetic encoder really practical, need the main critical path in second step and the 3rd step be optimized, to obtain the shortest critical path, target is in the complete realization of arithmetic encoder, under the storehouse of the TSMC of .25, under Synopsys DC comprehensive, can reach 200M.
The present invention is the pipeline synchronization VLSI implementation method of the arithmetic encoder among a kind of JPEG2000, has realized 1 input of 1 clock coding of arithmetic encoder, and has provided the structural design and the Key Circuit that realize.
Description of drawings
Fig. 1 is the figure that underdraws of traditional arithmetic encoder flow process;
Fig. 2 is the key diagram of step3 in the arithmetic coding flow process;
Fig. 3 is that step3 is converted into 3 step pipeline organization figure;
Fig. 4 is the process flow diagram of stage2;
Fig. 5 is the streamline main critical path figure in the 3rd step;
Fig. 6 is that the implementation algorithm level of byteout is optimized process flow diagram.
Embodiment
The present invention is described in further detail below in conjunction with embodiment that accompanying drawing and inventor provide.
The process description of the arithmetic encoder of JPEG2000:
Step1:INITENC: the register that calls during initialization codes
Step2: read in CX (context labe1), D (0,1)
Step3: coding (ENCODE) needs to introduce RENORME in coding.
The CODEMPS condition:
((D=0)&(MPS(CX)=0))||((D=1)&(MPS(CX)=1))
The CODELPS condition:
((D=1)&(MpS(CX)=0))||((D=0)&(MPS(CX)=1))
Step4:FLUSH after the end-of-encode exports the data in REGC and the buffer memory.
The flow process of step3 when A<0X8000H, needs move to left with normalization to A as shown in Figure 2, so that A>=0X8000H is 0 o'clock at CT simultaneously, encoding code stream exports (byteout) in the buffer memory to.As seen, a complete cataloged procedure needs 4 clock period at least, as need normalization, then need 5,6 clocks in addition,, then will add one to two clock if add byteout, if n group (cx, d) is encoded, because being serial, this realizes, on average need 6*n clock.
The objective of the invention is to overcome the renewal and the RENORME flow process institute interrupt flow waterline of CX table, arithmetic coding can be realized by flowing water in step3.The present invention is described in more detail below in conjunction with drawings and Examples, but Key Circuit of the present invention and method are not limited to this embodiment, can adapt to other arithmetic encoders.
According to technical scheme of the present invention, the inventor has provided embodiments of the invention.What use in the present embodiment is MQ arithmetic encoder flow process in the JPEG2000 standard, three step pipeline organizations have been adopted, arithmetic coding can be realized by flowing water, promptly CX, the D to continuous input imports, can carry out continuous coding to it, thereby obtain continuous output, then only need N+3 clock just can finish the coding that the N group is imported, when the N value is enough big, can finish input of a clock.
Yet, realize that the flowing water of arithmetic coding realizes that following problem becomes the key of realization:
At first be that CX table is not unalterable, it is that result according to a last coding upgrades, like this next group (CX, D) input the time, last more new construction is output also, this moment, computation of table lookup can be made mistakes;
Next is the byteout operation, be not that each coding all will carry out, so CODEMPS and CODELPS coding, normalization even byteout operation in addition sometimes, this all will finish in 2 clocks, need carry out some variations and handle and to realize processing procedure, these problems are discussed respectively below.
1.Qe obtaining of table index:
In the process of arithmetic coding, can the CX table correctly upgrade timely, be the necessary condition of correct coding, by Fig. 3, we as can be seen, the renewal of CX table can only occur in the 3rd clock, so in 3 continuous CX,, upgrade the CX table again at the 3rd clock so and do not influence the inquiry of importing later if CX two neither waits, but if equal situation is arranged, the CX table index value that obtains of tabling look-up when also not upgrading is just incorrect.
In the pipeline organization of arithmetic coding, because the content of CX table is unimportant, participate in the just qe value of computing, as long as can obtain correct index value continuously, and then obtain correct qe value continuously, need not then to consider whether the CX table upgrades.So, when CX table two neither waits, index is the result who tables look-up and obtain, when two continuous CX equate, index is not equal to the index value of CX, but used TYPE (type of coding) directly selects the value of index=nmps, nlps or a last index according to last CX coding the time, if at interval one equate that the 3rd index just directly equals nmps, the nlps or the index that are drawn by first cx so.Describe the value (for convenience of explanation, add n, n+1, the n+2 footmark is represented time sequencing in practice) of index below in detail:
Suppose at CLK nThe time be input as CX n(CX 1~CX nDo not equate continuously), use CX N-1_ reg1 represents CX N-1The value of a clock of time-delay;
At CLK N+1The time be input as CX N+1(suppose CX N+1=CX n), INDEX1 nProduce and (be the output valve INDEX0 of inquiry CX table n); This moment CX n_ reg1 (CX nValue time-delay one-level) is not equal to CX N-1_ reg2 (CX N-1_ reg1 value time-delay one-level), Ci Shi INDEX then nThe INDEX1 that draws for tabling look-up nTherefore can be by INDEX nInquiry qe table obtains correct output: NMPS n, NLPS n, SWITCH n, Qe n
CLK N+2Clock be input as CX N+2(suppose CX N+2=CX N+1And CX N+2=CX n), and this is constantly, is input as CX last time N+1The time, INDEX1 N+1Output valve INDEX0 for inquiry CX table N+1, so the time CX table upgrade the INDEX1 of this moment N+1It is not actual required index value; This moment is because CX N+1_ reg1 (CX N+1Value is deposited one-level) equal CX n_ reg2 (CX n_ reg1 value is deposited one-level), be that CODEMPS coding or CODELPS coding can be selected input n+1 INDEX constantly then according to the n time type of coding N+1Value be NMPS n_ reg1, NLPS n_ reg1 or INDEX nAmong _ the reg1 one; Again by INDEX N+1Inquiry qe table output: NMPS N+1, NLPS N+1, SWITCH N+1, Qe N+1CLK N+3Clock be input as CX N+3Can be that CODEMPS coding or CODELPS coding can be selected input n+2 INDEX constantly equally according to the n+1 time type of coding N+2Value be NMPS N+1_ reg1, NLPS N+1_ reg1 or INDEX N+1Among _ the reg1 one; Again can be by INDEX N+2Inquiry qe table output: NMPS N+2, NLPS N+2, SWITCH N+2, Qe N+2
……
And the like, can handle the input that the CX value of continuous input equates, repeat no more for equal situation at interval, detailed index inquires about that more new logic is as follows:
Situation if (CODEMPS) the begin if that always@ (posedge clk) if (cx==cx_reg2) // CX in the interval equates (index1<=index_reg1 of a-qe>=0X8000); Else index1<=nmps_reg1; End else index1<=nlps_reg1; Else index1<=index0; Situation if (CODEMPS) if that always@ (responsive variable is all) if (cx_reg1==cx_reg2) // continuous two CX equate (index=index_reg1 of a-qe>=0X8000); Else index=nmps_reg1; Else index=nlps_reg1; Else index=index1;
[notes]: index0 looks into the index value that the CX table draws,
Be DFF in the index1 reality, INDEX is WIRE type variable in practice.
2.REGA 0 testing circuit
In stage2 (streamline the 2nd step), after A upgrades, A is moved to left, so that A>=8000H, needs the figure place shiftbit[3..0 that moves to left of definite REGA for this reason in this stage], move to left again.
Be the false code of its gate level circuit below:
if(A15|A14|…..|A8)=1
shiftbit[3]=0;
else shiftbit[3]=1;
if((A15|A14|A13|A12)=1)&(shiftbit[3]=0)
shiftbit[2]=0
else?if(A7|A6|A5|A4=1)||(shiftbit[3]=1)
shiftbit[2]=0
else shiftbit[2]=1
Be divided into for four steps, be equivalent to the tree-shaped search of y-bend and determine the figure place that moves to left, the time-delay of the composite door when obtaining shiftbit is shorter relatively like this.
3.C fractionation
28 C is split into C[19:0] and C[27:20], at CLK3: input Qe,, (1 is CODEMPS to TYPE, 0 is CODELPS), output C[19:0], A, here, REGC[19:0] the same computing and the shifting function of all having finished with Qe with A, enter computing next time as correct output.
And low 20 carry digits that obtain with the Qe addition of the most-significant byte of C and C only participate in the byteout computing, can carry out computing at next clock.
4: the main critical path in the 3rd step of streamline
In the 3rd step of the streamline of arithmetic encoder, except will doing CODEMPS (or CODELPS) coding, (normalization) and the byteout operation that also will move to left is because may run into the situation of double byteout.Make like this and must be optimized the critical path lengthening critical path.
Import the most-significant byte of REGC in the 3rd step of streamline, low 20 carry digit CARRY that obtain with the Qe addition with C, CT and SHIFTBIT are earlier relatively with definite figure place that moves to left for the first time, if do not need to carry out the BYTEOUT first time, directly obtain the most-significant byte of the required new C of next step operation, otherwise carry out the BYTEOUT first time, judge quadratic B YTEOUT process again, result according to twice BYTEOUT carries out the shift left operation second time more at last, to obtain the most-significant byte of the required new C of next step operation, while output encoder byte in the BYTEOUT process, as shown in Figure 5.
5. the processing of detailed byteout
In the streamline of arithmetic encoder was realized, that the most complicated had been normalization and byteout, because may run into the situation of twice of continuous byteout.Though byteout can carry out outside streamline, normalization must be finished in a clock, and its process of byteout can change the value of CT, C, will influence the normal operation of streamline.
At type=0 (CODEMPS coding), the agreement regulation does not need to carry out the normalization operation when a-qe>=0X8000, in fact calculated shiftbit=0 this moment, can regard shiftbit as and be 0 normalization operation, only the value before and after the normalization is constant, therefore is included into the situation unification of shiftbit<CT and carries out the normalization operation.Operation (appendix 1 is seen in variable declaration) when needing normalization is discussed respectively below:
● at this moment shiftbit<CT only needs normalization, and need not carry out byteout tempct=ct-shiftbit at this moment
● shiftbit>=CT, at this moment not only need normalization, and will carry out the byteout operation and carry out the normalization first time earlier, c is moved the ct position earlier, carry out the byteout operation, draw tempc1, the tempct1 (8 or 7) that obtain behind the byteout first time
Normalization this moment is not also finished, and the figure place that also needs to move is (shiftbit-CT)
If ● (shiftbit-CT)<and tempct1, tempct=tempct1+ct-shiftbit need not to carry out the byteout second time so
If ● (shiftbit-CT)>tempct1, also need to carry out the second time byteout tempc1 is moved the tempct1 position earlier, obtain tempc2, carry out the byteout operation, draw second
Tempc3 behind the inferior byteout, tempct2 (8 or 7)
Tempct=tempct2+tempct1+ct-shiftbit so
Detailed flow process is seen Fig. 4.
Five optimization work
1. second of the streamline step was optimized, as shown in Figure 4
Have 16 subtractions (A=A-Qe) of serial by former flow process, 16 bit comparators (A, Qe) and 16 additions (C=C+Qe (I (CX))), become the constraint of design in the time after, change the serial flow process into parallel flow process as far as possible.
Amended flow process can be as follows:
1 st?op(operation):A=A-Qe A1=A-2Qe C1=C+Qe
2 NdOp: according to coding process selecting A value (A2) and C value (C2)
3 RdOp: the figure place that moves to left is determined
4 ThOp: A2 and C2 simultaneously move to left
Wherein whether carry out the size comparison of A-Qe and Qe with the high position generation borrow of A1, make A1 and A executed in parallel, critical path greatly shortens like this.
2. Yi Wei operation
Streamline second is in the step, and the operation of execution is many, and in order to improve travelling speed, the output that adds shiftbit is to occur successively by the order of a high position to low level, so when being shifted, can carry out respectively according to each of shiftbit.
Cltemp=C2<<shiftbit[3]
c2temp=cltemp<<shiftbit[2]
c3temp=c2temp<<shiftbit[1]
C3=c3temp<<shiftbit[0]
Move to left so successively, cltemp wherein, c2temp, c3temp are intermediate variable, "<<" realize in this MUX with alternative.
3. the simplification of logic
In fact the value of a only might be for qe or (a-qe), and the arithmetic logic on the agreement is carried out abbreviation, can obtain following code
if((type==0&&a_sub_2qe[16]==0)||(type==1&&a_sub_2qe[16]==1))
a1=qe;
else a1=a_sub_qe;
[notes] a_sub_2qe={1 ' b1, a}-2*qe, a_sub_2qe[16] be equivalent to the big or small comparative result of a-qe and qe.
Variable or symbolic significance used in the literary composition illustrate:
The probability interval that A A is current
B B packed data buffer memory output byte
The BYTEOUT arithmetic coding export caching to, detailed process is seen agreement
Will carry out the C value of BYTEOUT for the first time after the BYTEOUTC normalization for the first time
C CT shift counter
CX is that context is that calculate and the context D correspondence
CODEMPS MPS type of coding
CODELPS LPS type of coding
D D D is the data after layered encoded
DFF
E
The end operation of F FLUSH arithmetic coding, detailed process is seen agreement
G
H
The index value of I index probability tables
The initialization operation of INITENC arithmetic coding, detailed process is seen agreement
J
K
L
M MPS is used for the judgement of contextual big probability
MQ
The index value of the next MPS of N NMPS
The index value of the next LPS of NLPS
O
P
Q QE probability
The normalization operation of R RENORME arithmetic coding, detailed process is seen agreement
The end operation of S SETBITS arithmetic coding, detailed process is seen agreement
The sign of SWITCH index value
The figure place that moves to left of SHIFTBIT A
T TYPE presentation code type, 0 is CODEMPS, 1 is CODELPS
TEMPC calculates the intermediate variable of C
The new C value that TEMPC1 draws behind the BYTEOUT for the first time
Will carry out the C value of BYTEOUT for the second time after the TEMPC2 normalization for the first time
The new C value that TEMPC3 draws behind the BYTEOUT for the second time
TEMPCT calculates the intermediate variable of CT
The new CT value that TEMPCT1 draws behind the BYTEOUT for the first time
The new CT value that TEMPCT2 draws behind the BYTEOUT for the second time

Claims (1)

1. the VLSI implementation method of a synchronous flowing water arithmetic encoder comprises structural design and wherein Key Circuit design, carries out according to the following steps:
1) at first the flow process of the arithmetic encoder in the JPEG2000 agreement is converted into three step streamline and supporting processes, the whole flow process of arithmetic encoder is divided into four operations by implementation procedure:
The inquiry of the first step: CX table, the reading of the inquiry of Qe table and qe value;
Second step: low 20 renewals of the renewal of register A, register C and the renewal of CX table;
The 3rd step: the renewal of register C and byte output;
Supporting process: to finish last byte output;
2) second step and the 3rd in the three step streamlines is gone on foot the optimization that proposes algorithm level
Second of streamline mainly comprises 4 sequential operation step by step suddenly:
First is operating as three parallel methods that add deduct: A-Qe, A-2Qe, C+Qe;
Second operation from A-Qe, selected A value according to the coding flow process among the Qe, selection C value from C+Qe and C,
The 3rd operation: utilize 4) the first nonzero digit testing circuit of the register A that proposes in is determined the figure place that moves to left
The 4th operation: utilize this figure place that moves to left that A and C are done to move to left and obtain new A and C,, during arrival, upgrade the value of register A and C with new A and C on a clock edge.
The 3rd of streamline finally turns to following sequential operation step by step suddenly:
The most-significant byte of operation 1:C and the carry digit addition in second step, and the lt figure place is definite arbitrarily for the first time;
Operation 2: for the first time any lt;
Operation 3: byteout for the first time;
Operation 4: byteout for the second time;
Operation 5: for the second time any lt;
The logic of choosing of the Qe table index under 3) CX imports arbitrarily is as follows:
If n, n+1, n+2 represent the time-angle table of the streamline under continuous 3 input CX respectively:
Work as CX n≠ CX N+1≠ CX N+2The time
Index n, index N+1, index N+2Be followed successively by the index as a result that inquiry CX table obtains 0
As CXn=CXn+1 ≠ CXn+2,
Index N+1Be not equal to the index that inquiry obtains 0, but according to TYPE nBe type of coding and A n-qe nValue at nmps (index n), nips (index n), index nOne of middle selection;
When CXn=CXn+1=CXn+2,
Index then N+2Be not equal to the index that inquiry obtains 0, but according to TYPE N+1Be type of coding and A N+1-qe N+1Value at nmps (index N+1), nlps (index N+1), index N+1One of middle selection;
As (CXn=CXn+2) ≠ CXn+1,
Index then N+2Remain according to TYPE nBe type of coding and A n-qe nValue at nmps (index n), nlps (index n), index nOne of middle selection;
4) a kind of first nonzero digit testing circuit that uses the register A of combinational logic realization is proposed, with the realization in second step of accelerating flow waterline;
5) second step and the 3rd step are adopted critical path optimization
The method of its optimization is as follows:
[1] Yi Wei operation
Suppose that shiftbit is the figure place that need move to left, C2 is the number that need move to left, and when the output order of shiftbit, its stable order in combinational circuit inside is C2>shiftbit[3]>...>shiftbit[0], then move to left in the following manner, fastest:
C3=(((C2<<shiftbit[3])<<shiftbit[2])<<shiftbit[1])<<shiftbit[0]
"<<" realize in this MUX with alternative;
[2] work as a_sub_2qe={1 ' b1, a}-2*qe uses a_sub_2qe[16] judge the big or small comparative result of a-qe and qe;
[3] C is split into C[19:0] and C[27:20]
Wherein the optimization of design of structural design and Key Circuit and critical path is as a whole, and purpose is in order to guarantee to be implemented in N input of coding in N+3 the clock, and the work clock of the circuit after the concrete optimization under .25um technology is the requirement of 200M.
CN 200410026019 2004-04-07 2004-04-07 VLSI realizing method of synchronous flowing arithmetic coder Expired - Fee Related CN1267853C (en)

Priority Applications (1)

Application Number Priority Date Filing Date Title
CN 200410026019 CN1267853C (en) 2004-04-07 2004-04-07 VLSI realizing method of synchronous flowing arithmetic coder

Applications Claiming Priority (1)

Application Number Priority Date Filing Date Title
CN 200410026019 CN1267853C (en) 2004-04-07 2004-04-07 VLSI realizing method of synchronous flowing arithmetic coder

Publications (2)

Publication Number Publication Date
CN1564196A true CN1564196A (en) 2005-01-12
CN1267853C CN1267853C (en) 2006-08-02

Family

ID=34480541

Family Applications (1)

Application Number Title Priority Date Filing Date
CN 200410026019 Expired - Fee Related CN1267853C (en) 2004-04-07 2004-04-07 VLSI realizing method of synchronous flowing arithmetic coder

Country Status (1)

Country Link
CN (1) CN1267853C (en)

Cited By (5)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
CN101093518B (en) * 2006-06-22 2010-04-14 国际商业机器公司 Method and system for optimizing of pipeline logical structure arrangement in circuit design
CN101848388A (en) * 2010-03-19 2010-09-29 西安电子科技大学 Method for normalizing arithmetic encoding value based on JPEG (Joint Photographic Experts Group) 2000 standard
WO2011113291A1 (en) * 2010-03-19 2011-09-22 西安电子科技大学 High-speed real-time processing arithmetic entropy coding system based on joint photographic experts group (jpeg) 2000 standard
CN101848311B (en) * 2010-02-21 2011-09-28 哈尔滨工业大学 JPEG2000 EBCOT encoder based on Avalon bus
CN104683806A (en) * 2015-02-28 2015-06-03 中国科学院长春光学精密机械与物理研究所 High-speed FPGA realization method applied to MQ arithmetic encoder based on deep running water

Cited By (6)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
CN101093518B (en) * 2006-06-22 2010-04-14 国际商业机器公司 Method and system for optimizing of pipeline logical structure arrangement in circuit design
CN101848311B (en) * 2010-02-21 2011-09-28 哈尔滨工业大学 JPEG2000 EBCOT encoder based on Avalon bus
CN101848388A (en) * 2010-03-19 2010-09-29 西安电子科技大学 Method for normalizing arithmetic encoding value based on JPEG (Joint Photographic Experts Group) 2000 standard
WO2011113291A1 (en) * 2010-03-19 2011-09-22 西安电子科技大学 High-speed real-time processing arithmetic entropy coding system based on joint photographic experts group (jpeg) 2000 standard
CN104683806A (en) * 2015-02-28 2015-06-03 中国科学院长春光学精密机械与物理研究所 High-speed FPGA realization method applied to MQ arithmetic encoder based on deep running water
CN104683806B (en) * 2015-02-28 2017-12-26 中国科学院长春光学精密机械与物理研究所 MQ arithmetic encoder high speed FPGA implementation methods based on depth flowing water

Also Published As

Publication number Publication date
CN1267853C (en) 2006-08-02

Similar Documents

Publication Publication Date Title
CN1949873A (en) CABAC decoding system and method
CN1088214C (en) Multiple instruction set mapping
CN101034891A (en) Cabac encoding method and apparatus and cabac decoding method and apparatus
CN1821951A (en) Arithmetic unit
CN1430331A (en) Computing circuit
CN1183462C (en) Data processing device with variable pipeline series
CN1267853C (en) VLSI realizing method of synchronous flowing arithmetic coder
CN101063894A (en) Dynamically synchronizing a processor clock with the leading edge of a bus clock
CN1773451A (en) Arithmetic unit of arbitrary precision, operation method for processing data of arbitrary precision and electronic equipment
CN101060326A (en) Plus-minus counting circuit and plus-minus counting method
CN1794219A (en) Integrated playing method of demonstration manuscript
CN1920951A (en) Speed transformation method and system
CN1960194A (en) Sorting device
CN1471235A (en) A/D conversion method for serial-parallel A/D converter and serial-parallel A/D converter
CN1870131A (en) Character string retrieving circuit and character string retrieving method
CN1138717A (en) High speed dynamic binary incrementer
CN1315058C (en) Circularly addressing method and system with effective memory
CN1731344A (en) Highly parallel structure for fast multi cycle binary and decimal adder unit
CN101040281A (en) Method for an efficient floating point alu
CN1331360C (en) Method for decoding codes in variable lengths
CN1975661A (en) Data operating method and apparatus in integrated circuit
CN1250909A (en) Instruction control substitution method and device
CN1632740A (en) Multiply and accumulate device
CN1787420A (en) Method for forming signal inter weave image
CN1710509A (en) Delay control in semiconductor device

Legal Events

Date Code Title Description
C06 Publication
PB01 Publication
C10 Entry into substantive examination
SE01 Entry into force of request for substantive examination
C14 Grant of patent or utility model
GR01 Patent grant
CF01 Termination of patent right due to non-payment of annual fee
CF01 Termination of patent right due to non-payment of annual fee

Granted publication date: 20060802

Termination date: 20120407