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📄 storeq1001.m

📁 用matlab实现图像融合
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function [H, L] = storeQ1001( F10, F01, levelF, o, H, L)%------------------------------------------------------------------------------%% Gridfunctions F10 and F01 are supposed to be elements of two different% colours of an extended gridfunction. As such, F10 and F01 together% constitute a quincunx gridfunction.% This function stores F10 and F01 (separately) for future extraction.% Properties and location are stored in the bookkeeping matrix L.% This function is a two-dimensional lifting scheme utility.%%                H   H   H   H  %              V   V   V   V   V       V ~ F10%                H   H   H   H         H ~ F01%              V   V   V   V   V%                H   H   H   H  %              V   V   V   V   V%                H   H   H   H  %              V   V   V   V   V%                H   H   H   H  %       (domain of quincunx gridfunction)%% F10 = 2D gridfunction of colour '10'%% F01 = 2D gridfunction of colour '01'%% levelF = integer designated as the level of both F10 and F01%% o = character, should be either 'a' or 'd',%     describing the type of both F10 and F01:%     'a' relates to approximation (coefficients) and%     'd' relates to detail (coefficients)%% L = 2D integer array of bookkeeping, its contents are updated by calls%     to functions as storeQ, storeQ.... and does not require the%     attention of the user.%     L is organised as follows:%       (for the j-th gridfunction F appended to H)%       L(j, 1) = level of F as it has been assigned by the user.%       L(j, 2) = stores colour of F%                 1 corresponds to '00'%                 2 corresponds to '11'%                 3 corresponds to '01'%                 4 corresponds to '10'%                 0 value assigned by storeR%       L(j, 3) = 0 stands for approximation type coefficients, 'a',%                 1 stands for detail type coefficients, 'd'.%       L(j, 4) = (integer) 1st dimension of gridfunction F.%       L(j, 5) = (integer) 2nd dimension of gridfunction F.%       L(j, 6) = integer that points to the end of the j-th%                 addition to the heap.%     With each call to storeR, storeQ, storeQ.... L obtains additional%     row(s).%% H = 1D array that functions as storage (heap). The coefficients of F10 &%     F01 are appended to H as a result of calling storeQ1001. Bookkeeping is%     maintained in L. No attention of the user is required.%% See also: retrieveQ1001, retrieveQ0110, storeQ, storeQ0011, storeQ1100%% Design and implementation by:% Dr. Paul M. de Zeeuw <Paul.de.Zeeuw@cwi.nl>  http://homepages.cwi.nl/~pauldz/% Last Revision: November 8, 2001.% Copyright 1999-2002 Stichting CWI, Amsterdam.%------------------------------------------------------------------------------[n10, m10]=size(F10);[n01, m01]=size(F01);if m01 > m10  error(' storeQ1001 - dimensions do not match for m01 > m10 ')end if n10 > n01  error(' storeQ1001 - dimensions do not match for n10 > n01 ')end if m10 > m01+1  error(' storeQ1001 - dimensions do not match for m10 > m01+1 ')end if n01 > n10+1  error(' storeQ1001 - dimensions do not match for n01 > n10+1 ')end %% m01 <= m10 <= m01+1 is satisfied% n10 <= n01 <= n10+1 is satisfied%[H, L] = storeQ( F10, levelF, '10', o, H, L);[H, L] = storeQ( F01, levelF, '01', o, H, L);%------------------------------------------------------------------------------

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