Creates a Subband element with all the default values. The dimensions are (0,0), the upper left corner is (0,0) and the upper-left corner with respect to the canvas is (0,0) too.

Creates the top-level node and the entire subband tree, with the top-level dimensions, the number of decompositions, and the decomposition tree as specified.

       <p>For the analysis subband gain calculation it is assumed that
       analysis filters are normalized with a DC gain of 1 and a Nyquist gain
       of 2.</p><p>This constructor does not initialize the value of the magBits member
       variable. This variable is normally initialized by the quantizer, on
       the encoder side, or the bit stream reader, on the decoder side.</p>

The ID for the HH orientation

The ID for the HL (horizontal high-pass) orientation

The ID for the LH (vertical high-pass) orientation

The ID for the LL orientation

The base 2 exponent of the analysis gain of the subband. The analysis gain of a subband is defined as the gain of the previous subband (i.e. the one from which this one was obtained) multiplied by the line gain and by the column gain. The line (column) gain is the gain of the line (column) filter that was used to obtain it, which is the DC gain for a low-pass filter and the Nyquist gain for a high-pass filter. It is 0 by default.

       <p>Using the base 2 exponent of the value contrains the possible gains
       to powers of 2. However this is perfectly compatible to the filter
       normalization policy assumed here. See the split() method for more
       details.</p>

The height of the subband

True if it is a node in the tree, false if it is a leaf.

The level in the tree to which this subband belongs, which is the number of performed wavelet decompositions to get this subband. It is 0 for the top-level (i.e. root) node.

The nominal code-block height

The nominal code-block width

The number of code-blocks (in both directions) contained in this subband.

The orientation of this subband (WT_ORIENT_LL, WT_ORIENT_HL, WT_ORIENT_LH, WT_ORIENT_HH).

The resolution level to which this subband contributes. 0 is the smallest resolution level (the one with the lowest frequency LL subband).

The subband index within its resolution level. This value uniquely identifies a subband within a resolution level and a decomposition level within it. Note that only leaf elements represent "real" subbands, while node elements represent only intermediate stages.

       <p>It is defined recursively. The root node gets a value of 0. For a
       given node, with a subband index 'b', its LL descendant gets 4*b, its
       HL descendant 4*b+1, its LH descendant 4*b+2, and its HH descendant
       4*b+3, for their subband indexes.</p>

The horizontal coordinate of the upper-left corner of the subband, with respect to the canvas origin, in the component's grid and subband's decomposition level. This is the real horizontal index of the first column of this subband. If even the horizontal decomposition of this subband should be done with the low-pass-first convention. If odd it should be done with the high-pass-first convention.

The vertical coordinate of the upper-left corner of the subband, with respect to the canvas origin, in the component's grid and subband's decomposition level. This is the real vertical index of the first column of this subband. If even the vertical decomposition of this subband should be done with the low-pass-first convention. If odd it should be done with the high-pass-first convention.

The horizontal coordinate of the upper-left corner of the subband

The vertical coordinate of the upper-left corner of the subband

The width of the subband

Returns the HH child subband of this subband.

Returns the HL (horizontal high-pass) child subband of this subband.

This function returns the horizontal wavelet filter relevant to this subband

Returns the LH (vertical high-pass) child subband of this subband.

Returns the LL child subband of this subband.

Returns the first leaf subband element in the next higher resolution level.

Returns the parent of this subband. The parent of a subband is the subband from which this one was obtained by decomposition. The root element has no parent subband (null).

This function returns the vertical wavelet filter relevant to this subband

Returns subband informations in a string.

Returns a reference to the Subband element to which the specified point belongs. The specified point must be inside this (i.e. the one defined by this object) subband. This method searches through the tree.

Returns a subband element in the tree, given its resolution level and subband index. This method searches through the tree.

Initializes the childs of this node with the correct values. The sizes of the child subbands are calculated by taking into account the position of the subband in the canvas.

       <p>For the analysis subband gain calculation it is assumed that
       analysis filters are normalized with a DC gain of 1 and a Nyquist gain
       of 2.</p>

Returns the next subband in the same resolution level, following the subband index order. If already at the last subband then null is returned. If this subband is not a leaf an IllegalArgumentException is thrown.

Splits the current subband in its four subbands. This creates the four childs (LL, HL, LH and HH) and converts the leaf in a node.