📄 stintresc.m
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function [r_times, ri_val, i_val] = stintresc(jmptimes, fval, ...
tm_scale, sp_scale, b_verb)
% STINTRESC Integrate and rescale a piecewice constant function:
%
% g(t) = 1/b * int^{at} f(s) ds.
%
% The function is given by two vectors containing the jumps points
% and function values at these points respectively. The result is a
% piecewise linear function. If several scales are given, then
% the resulting processes are stored as column vectors in two
% matrices and truncated at a largest common time.
%
% The result is the same as that of STRESCINT, but this function is
% slower. The reason is that the integrated piecewise constant
% function is piecewise linear and the truncation operation for the
% latter is more complex.
%
% [r_times, ri_val, i_val] = stintresc(jmptimes, fval,
% tm_scale, sp_scale, b_verb)
%
% Inputs:
% jmptimes - a vector of the jump points
% fval - a vector of function values at the jump points
% tm_scale - a column vector of "time" scales, parameter [a]
% above
% sp_scale - a column vector of "space" scales, parameter [b]
% above
% b_verb - if 1 then print processing info
%
% Outputs:
% r_times - a column vector(s) of the break times of the
% integrated and rescaled function(s)
% ri_val - a column vector(s) of values at the break times
% of the integrated and rescaled function(s)
% i_val - a column vector of values at the break times
% of the integrated function before rescaling
%
% See also STRESCINT, SCALEMGINFTY, SCALEONOFF.
% Authors: R.Gaigalas, I.Kaj
% v1.0 03-Oct-05
% integrate the piecewice constant function
i_val = stairintegr(jmptimes, fval);
% rescale time
% X(at) jumps at t_n/a
r_times = jmptimes*(1./tm_scale)';
% rescale space
ri_val = i_val*(1./sp_scale)';
% cut the piecewise linear processes at the largest common time
cut_time = min(r_times(end, 1:end));
[r_times ri_val] = linjpcut(r_times, ri_val, cut_time);
if b_verb % print info
fprintf(1, '##Largest common time window: %f\n', cut_time);
end
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