7.3 Поиск при помощи регулярного симплекса ( )

k

x^k

f(x^k)

l_k

1

-4.47214

1

140.7771

2

50.40949

2

-4.47214

-0.1547

96.53706

2

48.62259

3

-3.47214

-0.73205

41.62389

2

31.27746

4

-3.47214

-1.88675

14.00267

2

29.45836

5

-2.47214

-2.4641

-13.6729

2

13.01268

6

-2.47214

-3.6188

-24.6753

2

11.19465

7

-2.47214

-4.19615

-27.1765

1

2.927951

8

-1.97214

-4.48483

-27.5682

1

2.470212

9

-2.22214

-4.62917

-27.9161

0.5

0.551766

10

-2.22214

-4.48483

-27.9976

0.25

0.112814

11

-2.22214

-4.41266

-27.9915

0.125

0.025697

12

-2.22214

-4.48483

-27.9976

0.125

0.023767

13

-2.25339

-4.46679

-27.9977

0.0625

0.01045

14

-2.23776

-4.45776

-27.9993

0.03125

0.00257

k

x^k

(x^k)

0

-4.4721

1.0000

140.777

48.7214

0

0.0833

-

1

-2.2239

-0.2049

26.4209

16.9721

-25.5218

0.0867

2.5500

2

-1.8211

-2.2121

-15.3947

-2.0701

-10.7162

0.2116

2.0472

3

-2.7904

-3.8123

-23.387

2.6771

2.1314

0.1732

1.8709

4

-2.3766

-3.4026

-23.8485

-1.0438

-1.2846

0.2237

0.5823

5

-2.6274

-3.6715

-23.9051

1.0338

0.9673

0.1920

0.3677

…

…

…

…

…

…

…

…

15

-2.5161

-3.5611

-24.0195

0.0391

0.0411

0.2059

0.0159

16

-2.5081

-3.5527

-24.0196

-0.0284

-0.0301

0.207

0.0117

17

-2.5139

-3.5589

-24.0196

-

-

-

0.0085

k

x^k

f(x^k)

0

-4,47214

1

140,7771

-

1

-3,77893

0,405594

87,7618

64,18018

2

-2,19484

-1,08435

5,882787

46,78996

3

-1,36845

-2,43936

-18,1416

21,77088

4

-1,83598

-3,86463

-26,9046

8,685747

5

-2,24495

-4,17341

-27,7212

3,093565

…

…

…

…

…

11

-2,23632

-4,4696

-28

0,031785

12

-2,23525

-4,47092

-28

0,020938

13

-2,23612

-4,47163

-28

0,006377

14

-2,2359

-4,47189

-28

0,0042

15

-2,23608

-4,47203

-28

0,001278

16

-2,23603

-4,47209

-28

0,000842