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Full Screen- Title
- CONTENTS
- CERTIFICATE
- DECLARATION
- ACKNOWLEDGEMENT
- Preface
- 1 Preliminaries
- Definition 1.1
- Definition 1.2
- Definition 1.3
- Definition 1.4
- Definition 1.5
- Definition 1.6
- Remark 1.7
- Definition 1.8
- Definition 1.9
- Definition 1.10
- Definition 1.11
- Definition 1.12
- Definition 1.13
- Definition 1.14
- Definition 1.15
- Definition 1.16
- Definition 1.17
- Definition 1.18
- Definition 1.19
- Definition 1.20
- Definition 1.21
- Theorem 1.22
- Notation 1.23
- Theorem 1.24
- Corollary 1.25
- Theorem 1.26
- Theorem 1.27
- Theorem 1.28
- Definition 1.29
- Definition 1.30
- Definition 1.31
- Definition 1.32
- Definition 1.33
- Definition 1.34
- Definition 1.35
- Definition 1.36
- Theorem 1.37
- Theorem 1.38
- Theorem 1.39
- Theorem 1.40
- Theorem 1.41
- Theorem 1.42
- Theorem 1.43
- Theorem 1.44
- Theorem 1.45
- Theorem 1.46
- Theorem 1.47
- Theorem 1.48
- Theorem 1.49
- Theorem 1.50
- Definition 1.51
- Definition 1.52
- Definition 1.53
- Definition 1.54
- Definition 1.55
- Definition 1.56
- Definition 1.57
- Definition 1.58
- Definition 1.59
- Theorem 1.60
- Definition 1.61
- Definition 1.62
- Definition 1.63
- Definition 1.64
- Definition 1.65
- Definition 1.66
- Definition 1.67
- Definition 1.68
- Theorem 1.69
- Theorem 1.70
- Theorem 1.71
- 2 Domination, Independance and irredundance in diagraphs
- Definition 2.1
- Definition 2.2
- Example 2.3
- Remark 2.4
- Remark 2.5
- Remark 2.6
- Remark 2.7
- Definition 2.8
- Remark 2.9
- Theorem 2.10
- Remarks 2.11
- Definition 2.12
- Remark 2.13
- Definition 2.14
- Example 2.15
- Theorem 2.16
- Remark 2.17
- Theorem 2.18
- Theorem 2.19
- Definition 2.20
- Example 2.21
- Theorem 2.22
- Theorem 2.23
- Definition 2.24
- Theorem 2.25
- Theorem 2.26
- Corollary 2.27
- Remark 2.28
- Remark 2.29
- Remark 2.30
- Remark 2.31
- Theorem 2.32
- Theorem 2.33
- Theorem 2.34
- Theorem 2.35
- Theorem 2.36
- Theorem 2.37
- Remarks 2.38
- Definition 2.39
- Remark 2.40
- Example 2.41
- Theorem 2.42
- Theorem 2.43
- Theorem 2.44
- Theorem 2.45
- Theorem 2.46
- Corollary 2.47
- Theorem 2.48
- Definition 2.49
- Examples 2.50
- Theorem 2.51
- Remarks 2.52
- Theorem 2.53
- Remark 2.54
- Definition 2.55
- Theorem 2.56
- Remarks 2.57
- Theorem 2.58
- Remark 2.59
- Example 2.60
- Remark 2.61
- Remark 2.62
- Theorem 2.63
- Definition 2.64
- Theorem 2.65
- Remark 2.66
- Remark 2.67
- Problem 2.68
- Theorem 2.69
- Corollary 2.70
- Remark 2.71
- Theorem 2.72
- 3 Total and connected domination in diagraphs
- Definition 3.1
- Definition 3.2
- Definition 3.3
- Example 3.4
- Remark 3.5
- Theorem 3.6
- Corollary 3.7
- Corollary 3.8
- Theorem 3.9
- Corollary 3.10
- Theorem 3.11
- Theorem 3.12
- Definition 3.13
- Remark 3.14
- Definition 3.15
- Remark 3.16
- Remarh 3.17
- Remark 3.18
- Examples 3.19
- Theorem 3.20
- Theorem 3.21
- Remark 3.22
- Remark 3.23
- Theorem 3.24
- Theorem 3.25
- Theorem 3.26
- Theorem 3.27
- Theorem 3.28
- Theorem 3.29
- Theorem 3.30
- Theorem 3.31
- Definition 3.32
- Example 3.33
- Definition 3.34
- Example 3.35
- Theorem 3.36
- Theorem 3.37
- Remark 3.38
- Theorem 3.39
- Remark 3.40
- Theorem 3.41
- Remark 3.42
- Remark 3.43
- Theorem 3.44
- Remark 3.45
- Definition 3.46
- Example 3.47
- Theorem 3.48
- Remark 3.49
- Theorem 3.50
- Remark 3.51
- Theorem 3.52
- Remark 3.53
- Theorem 3.54
- 4 Changing and unchanging of domination parameters of digraphs
- Examples 4.1
- Theorem 4.2
- Theorem 4.3
- Theorem 4.4
- Theorem 4.5
- Theorem 4.6
- Theorem 3.7
- Theorem 4.8
- Theorem 4.9
- Corollary 4.10
- Definition 4.11
- Examples 4.12
- Theorein 4.13
- Theorem 4.14
- Theorem 4.15
- Theorem 4.16
- Remark 4.17
- References