This repository is about three algoritms, such as strassen matrix, polynomial evaluation and Evolutionary calculation method. And C++ is used to calculate result tested in Ubuntu 18.04, Python and Matlab are used to plot the result.
1. Strassen matrix
$ cd ./Matrix
$ make clean
$ make
$ ./main
2. Polynomial evaluation
$ cd ./Polynomial
$ make clean
$ make
$ ./main
3. Evolutionary calculation
$ cd ./chromosome
$ make clean
$ make
$ ./main
Matrix multiple problem can be devide into several blocks:
Round 1 Mode 1 costs 2e-06 seconds!
Round 1 Mode 2 costs 1.1e-05 seconds!
Round 1 Mode 3 costs 6e-06 seconds!
Round 2 Mode 1 costs 4e-06 seconds!
Round 2 Mode 2 costs 2.3e-05 seconds!
Round 2 Mode 3 costs 2e-05 seconds!
Round 3 Mode 1 costs 2.6e-05 seconds!
Round 3 Mode 2 costs 0.000104 seconds!
Round 3 Mode 3 costs 9.7e-05 seconds!
Round 4 Mode 1 costs 0.000233 seconds!
Round 4 Mode 2 costs 0.000771 seconds!
Round 4 Mode 3 costs 0.000604 seconds!
Round 5 Mode 1 costs 0.001751 seconds!
Round 5 Mode 2 costs 0.004166 seconds!
Round 5 Mode 3 costs 0.003808 seconds!
Round 6 Mode 1 costs 0.012725 seconds!
Round 6 Mode 2 costs 0.031629 seconds!
Round 6 Mode 3 costs 0.026681 seconds!
Round 7 Mode 1 costs 0.108709 seconds!
Round 7 Mode 2 costs 0.245282 seconds!
Round 7 Mode 3 costs 0.186738 seconds!
Round 8 Mode 2 costs 2.16051 seconds!
Round 8 Mode 3 costs 1.39623 seconds!
Round 9 Mode 1 costs 15.8762 seconds!
Round 9 Mode 2 costs 17.5623 seconds!
Round 9 Mode 3 costs 9.89237 seconds!
Round 10 Mode 1 costs 149.123 seconds!
Round 10 Mode 2 costs 144.846 seconds!
Round 10 Mode 3 costs 72.203 seconds!
Round 11 Mode 1 costs 1326.32 seconds!
Round 11 Mode 2 costs 1216.94 seconds!
Round 11 Mode 3 costs 530.189 seconds!
begin
1. P := a0; Q := 1;
2. for i = 1 to n do
3. Q = Qx
4. P = P + aiQ
end
end
T(N)=O(N)
begin
1. P := an
2. for i = 1 to n do
3. P = xP + an-i;
end
end
T(N)=O(N)
Round 1 Mode 2 costs 2e-06 seconds!
Round 1 Mode 3 costs 1e-06 seconds!
Round 1 Mode 4 costs 1e-06 seconds!
Round 2 Mode 1 costs 8e-06 seconds!
Round 2 Mode 2 costs 6e-06 seconds!
Round 2 Mode 3 costs 1e-06 seconds!
Round 2 Mode 4 costs 1e-06 seconds!
Round 3 Mode 1 costs 2e-05 seconds!
Round 3 Mode 2 costs 2e-05 seconds!
Round 3 Mode 3 costs 1e-06 seconds!
Round 3 Mode 4 costs 1e-06 seconds!
Round 4 Mode 1 costs 4.6e-05 seconds!
Round 4 Mode 2 costs 4.5e-05 seconds!
Round 4 Mode 3 costs 1e-06 seconds!
Round 4 Mode 4 costs 2e-06 seconds!
Round 5 Mode 1 costs 8.2e-05 seconds!
Round 5 Mode 2 costs 8.2e-05 seconds!
Round 5 Mode 3 costs 2e-06 seconds!
Round 5 Mode 4 costs 2e-06 seconds!
Round 6 Mode 1 costs 0.000188 seconds!
Round 6 Mode 2 costs 0.000188 seconds!
Round 6 Mode 3 costs 2e-06 seconds!
Round 6 Mode 4 costs 3e-06 seconds!
Round 7 Mode 1 costs 0.000338 seconds!
Round 7 Mode 2 costs 0.000338 seconds!
Round 7 Mode 3 costs 2e-06 seconds!
Round 7 Mode 4 costs 3e-06 seconds!
Round 8 Mode 1 costs 0.000554 seconds!
Round 8 Mode 2 costs 0.000532 seconds!
Round 8 Mode 3 costs 3e-06 seconds!
Round 8 Mode 4 costs 4e-06 seconds!
Round 9 Mode 1 costs 0.224067 seconds!
Round 9 Mode 2 costs 0.224445 seconds!
Round 9 Mode 3 costs 6.4e-05 seconds!
Round 9 Mode 4 costs 9.6e-05 seconds!
Round 10 Mode 1 costs 0.900165 seconds!
Round 10 Mode 2 costs 0.903975 seconds!
Round 10 Mode 3 costs 9.3e-05 seconds!
Round 10 Mode 4 costs 0.00016 seconds!
Round 11 Mode 1 costs 5.61629 seconds!
Round 11 Mode 2 costs 5.5996 seconds!
Round 11 Mode 3 costs 0.000229 seconds!
Round 11 Mode 4 costs 0.000401 seconds!
Round 12 Mode 1 costs 22.4098 seconds!
Round 12 Mode 2 costs 22.4182 seconds!
Round 12 Mode 3 costs 0.00047 seconds!
Round 12 Mode 4 costs 0.000801 seconds!
Email
:shp395210@outlook.com