. .

ֲ Ҳ 7

. .

ֲ ò Ͳ ϲȪ 11

. . , . .

Ͳ ֲί ò ϲȪ ֲ ֲ 14

. .

ί ò ϲȪ ί Ҳ 19

. . , . .

- 22

 

. . , . .

ֲ PR- 26

. . ײ, . . , . .

28

. .

Բֲ в ò Ͳ
Ͳֲ ϲȪ 31

. .

˲ֲ ֲ ϲȪ
34

. .

: Բֲ 38

. .

Բֲ ʲ IJ 42

. .

ʲ IJ 46

. . ʲ

ֲ Ҳ ò в 50

. .

ϲȪ ί Ҳ 54

. .

² Ҳ ֲ ˲ 59

. .


63

. .


66

. . , . .

Բ ʲ Ҳ 70

. .

Ͳֲ ֲ Ҳ 74

. .

㳿 77

. . , . .

81

. .

² Ͳ̲ί IJҲ ϲȪ 85

. . , . .

˲ 88

. . в

IJ 91

. .

² 96

. . , . .

ί ˲ ϲȪ ղ̲ί Ҳ
² ֲ ϲ 98

. . , . . , . .


103

. . ̲

Ѳ ˲ ϲȪ 106

. . , . .

ò ֲ ² Ҫ 109

. .

Ͳֲ ֲ Ѳ 112

. . Ҫ˪, . .

߻ Ҳ ί
ֲ 116

. . , . .

- 120

. . , .

² ò в 124

. .

ֲ -Ѳ ֲ в 128

 

. .

Ͳ Ͳ 135

 

. .

138

. .

ֲ Ҳ ֲί ֲ
ί 142

. . ̲

в ² ί
ֲ ֲ IJ ϲȪ 146

㳿

. . ֲ

150

. .

Ͳ ֲ ί IJҲ ֲ ʲ 153

. . , . . , . .

˲ ̲ IJͲ ʲ
154

. . , . . , .

157

. . , . , . .

³ 160

. .

òͲ ˲ ί
ֲ 165

. . Ͳ, . ˪

168

. .

˲ ò ί ֲ 171

. .

ϲί ò IJ ϲȪ 174

. . , . .


179

. .

˳ 182

. .

ֲ ò ̲ 187

. . ֲ

˲ в ò IJ ϲȪ 191

 

̳

.

̲ ò ̲ί ֲ ϲȪ
196

. .

͒ ̲ : ² ˲ 202

. . , . .

ϲ ̲ 205

 

-:

. .

Ͳ ϲ ˲ IJί ֲ 212

. .


215

. .

ֲ IJҲ IJ ϲȪ 218

. . , . .

˲ ֲί Ҳ ϲȪ 222

. . ˲, . .

SWOT-˲ в ²²Ҳ Ҳ ˲ ˲ 226

. . ²


228

. . ², . .

² ֲ ² ϲȪ 231

. . , . .

ò ֲ Ҳ Ҫ 234

 

:

. .

ϒ Ͳ Ѳ ˲ .. 238

. . , . .

Ҳ ϲ ò ί Ҳ:
ϲղ 241

 


. . , . .

245

. . , . . Ҳ

ί ò ò ϲȪ 248

. ˳

˲ ϲ ϲȪ 256

. . , . , . .

Բֲ IJҲ IJ ϲȪ Ͳ
ֲ-Բί : ² ² 262

. . , . .

: 267

.

270

V. V. Romanuke

Figuring out the four subcases of the interrelationships of the coefficients by
the first player pure strategy in the kernel of a continuous strictly convex
antagonistic game with the corresponding three types of the solution 274

. .

, 282