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Fig. 6.2 The algorithm block diagram of C2DVLC
symbol, named EOB , represented by
(
0
,
0
)
pair, is coded to indicate that there are
no more nonzero coefficients in the block.
Figure 6.2 illustrates the block diagram of C2DVLC encoder to highlight how
( L i , R i ) is entropy coded. During the process of ( L i , R i ) encoding, three steps
are performed in turn. First, the table index should be calculated. Here, the adopted
multiple VLC tables are two-dimensional to utilize the correlation between Level and
Run . For high coding efficiency, these VLC tables are designed for switch in order
to adapt to the varying statistical distributions of ( Level , Run ) pairs. Table switch is
based on the maximal magnitude of prior coded Levels before the current ( L i , R i )
pair, denoted as L max. Therefore, the table index selected for current ( L i , R i ) pair can
be represented by C ( L , R ) (
L i 1
( L i 1 denotes the past symbols of L i ). For the first
)
pair ( L 0 ,
R 0 ) to be coded in one block, the table index is fixed to be zero. Second,
with the table index selected in the first step, the mapping between ( L i , R i ) and
one CodeNumber has to be done through a table look-up operation. CodeNumber
in different VLC tables reflect different estimated conditional probabilities of the
current ( L i , R i ) pair. Finally, the corresponding unique Exponential-Golomb (E-G)
codeword of CodeNumber is output (Lam and Goodman 2000 ), and one pair coding
is done. E-G codes are used in C2DVLC for simplicity and efficiency. Note that if the
current ( L i , R i ) pair is out of the VLC table, Level and Run will be coded separately
by escape coding. At the same time, the update of L max should be performed. For
detailed information about escape coding, please refer to J et al. ( 2003 ).
6.2.2 Context Modeling in C2DVLC
This subsection provides detailed information for the context modeling of ( L i , R i )
pairs, i.e., how to adaptively switch 2D-VLC tables in one DCT block.
 
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