WWW.DISSERS.RU


...
    !

Pages:     | 1 || 3 | 4 |   ...   | 17 |

24,8325

-2,9330

0,5663

19

0,8987

0,8061

530,5304

11,8940

27,3480

-2,7194

0,4028

20

0,9046

0,8169

569,1156

11,8327

28,5055

-2,5869

0,2662

21

0,9176

0,8407

672,9781

11,3107

31,4866

-2,3265

0,0829

22

0,9268

0,8579

769,7404

10,5164

34,1270

-2,0309

-0,1050

23

0,9248

0,8542

746,8168

9,9860

33,4795

-2,3548

0,2702

24

0,9184

0,8423

681,0302

17,6018

31,7260

-2,5674

0,4672

25

0,9090

0,8249

600,9547

10,5159

29,4326

-2,8448

0,6885

Therefore, the ranking of the objects underobservation (regions of Russia in 1995 through 1999) as concerns theinterregional differentiation of living standards set by their>

Table 4.2 displays values of the index ofinterregional differentiation of living standards in accordance with thesethree functions.

Visual differences of the three indices wehave built are insignificant. Moreover, mean-squared deviations of one indexfrom another make: 2,42 for φ6 and φ5, 3,19for φ6 and φ22, 5,55 for φ5 andφ22. In case the objects are ranked in accordance with indices set bythe functions we have built, the mean deviation in object numbers set byφ6 and φ5 is equal to 3,3; φ6 andφ22 makes 2,3; φ5 and φ22 is 3,5.In the first case 76 objects have the same position; in the second case 113, inthe third case 83. Only 51 of 383 objects keep their positions in all threerankings. It is an evidence that the indicator is significantly sensitive toerrors in measurement.


4.1.2. Indicator of regional investmentactivity

The information collected across the regionsof Russia (excluding the Chechen and Ingush Republics, and autonomous entitieswithin larger regions) in 1995 through 1999 was used as initial data.Therefore, we have 390 objects, which in terms of the degree of investmentactivity are characterized by three indicators, i.e. N = 390, n = 3.

Using the algorithm described in paragraph1.2, let us build the function of the index of regional investment activitymeeting the >

φ2 = 102,1956 -0,8967SI - 0,2969RGI +0,0436FI;

φ3 = 92,441 -1,1881SI + 0,0446RGI + 0,3553FI;

φ4 = 98,7685 -1,2097SI + 0,0511RGI + 0,1929FI;

φ5 = 90,3964 -1,1034SI - 0,2054RGI +0,4743FI;

φ6 = 86,8308 -1,2063SI + 0,3874RGI + 0,1177FI;

φ7 = 94,6091 -1,2625SI + 0,2082RGI + 0,2307FI;

φ8 = 89,2561 -1,2264SI + 0,3355RGI + 0,2677FI;

φ9 = 89,2787 -1,2787SI + 0,3349RGI + 0,2132FI;

φ10 = 85,2301 -1,1961SI + 0,4187RGI + 0,1691FI;

φ11 = 83,1790 -1,1790SI + 0,4626RGI + 0,1659FI;

φ12 = 84,6529 -1,1916SI + 0,4302RGI + 0,1663FI;

φ13 = 88,0141 -1,2177SI + 0,3635RGI + 0,1658FI;

φ14 = 101,3618 -1,0442SI - 0,1787RGI +0,1322FI;

φ15 = 89,4952 -1,2280SI + 0,3298RGI + 0,1776FI;

φ16 = 87,3082 -1,2121SI + 0,3773RGI + 0,1858FI;

φ17 = 89,5229 -1,2282SI + 0,3291RGI + 0,2170FI;

φ18 = 89,3360 -1,2269SI + 0,3355RGI + 0,2677FI;

φ19 = 94,8159 -1,2382SI + 0,1025RGI + 0,2798FI;

φ20 = 88,4694 -1,2208SI + 0,3531RGI + 0,2763FI;

φ21 = 90,3638 -1,2219SI + 0,2621RGI + 0,3141FI;

φ22 = 87,4919 -1,2133SI + 0,3727RGI + 0,2608FI;

φ23 = 87,4423 -1,2130SI + 0,3738RGI + 0,2472FI;

φ24 = 86,1939 -1,2033SI + 0,3986RGI + 0,2441FI;

φ25 = 85,6758 -1,1993SI + 0,4087RGI + 0,2556FI;

For statistical characteristics ofrespective regression see Table 4.3.

Table 4.3.

Number of clusters

Multiple R

Adjusted R2

F-statistics

t-statistics

1

SI

RGI

FI

2

0,7112

0,5020

131,7095

85,6682

-16,3734

-4,4916

0,4353

3

0,8381

0,7001

303,7495

64,8812

-28,8789

0,8979

4,7174

4

0,8481

0,7171

329,7106

86,0259

-29,7329

1,0405

2,5901

5

0,8389

0,7015

305,7768

59,7495

-27,3410

-4,2172

6,4198

6

0,8163

0,6637

256,8719

65,2496

-27,2118

7,2393

1,4497

7

0,8319

0,6896

289,1221

62,8240

-28,6239

3,9111

2,8567

8

0,8181

0,6667

260,4229

50,2009

-27,6222

6,2592

3,2929

9

0,8355

0,6957

297,5003

59,1400

-29,4099

6,6528

2,7922

10

0,8073

0,6490

240,7659

46,6683

-26,4987

7,6845

2,0462

11

0,7903

0,6216

214,0425

40,2168

-25,0002

8,1260

1,9219

12

0,8103

0,6539

245,9550

45,3561

-26,7863

8,0108

2,0418

13

0,8203

0,6703

264,6541

49,2790

-27,6939

6,8493

2,0601

14

0,8464

0,7142

325,0861

68,7368

-27,5863

-3,9116

1,9078

15

0,8356

0,6958

297,6133

51,7430

-29,3202

6,5229

2,3156

16

0,8210

0,6716

266,1175

45,4987

-27,8403

7,1785

2,3307

17

0,8254

0,6788

275,0469

45,8657

-28,2730

6,2764

2,7289

18

0,8206

0,6708

265,2625

43,1694

-27,6222

6,2592

3,2929

19

0,7957

0,6303

222,0452

Pages:     | 1 || 3 | 4 |   ...   | 17 |



2011 www.dissers.ru -

, .
, , , , 1-2 .