Measurement Method of Civil Engineering Complexity Structure Based on Logical Equivalent Model

Table 4

Grid moving algorithm of civil engineering target.

Steps	Algorithm tables	Code texts
1	The pedestrian updates	Public static void main(String[] args)
2	Target grid is empty	Int abccount = 0;
3	A higher relative probability in	Int spacecount = 0;
4	The same target grid	Int numcount = 0;
5	Pedestrian stands some	Ylabel(‘Amplitude’);
6	A position conflict	Title(‘Output due to weighted input’);
7	Implementation design	Subplot(3, 1, 2)
8	The static field S is	Stem(n, yt);
9	A correspondence between	Ylabel(‘Amplitude’);
10	The move is executed	Title(‘Weighted output: a \cdot y_{1}[n] ‘);
11	During the matching and verification	Subplot(3, 1, 3)
12	Complete verification	Stem(n, d);
13	In some cases	Xlabel(‘Time index n’); ylabel(‘Amplitude’);
14	Achieve complete comparison	Title(‘Difference signal’);
15	This change will be recorded	System.out.println(abccount);
16	Setting file is read	System.out.println(spacecount);
17	Initial comparison	A \cdot x_{1}[n] + b \cdot x_{2}[n]’);
18	All comparison points	System.out.println(othercount);