Page:2 Index
Page:3 UNIT-1 Set theory
Page:4 Formulation of sets
Page:5 Types of sets
Page:6 Power set
Page:7 Empty set
Page:8 Equivalent set
Page:9 Finite countable
Page:10 Multi set
Page:11 Set operations
Page:12 Difference operator
Page:13 Problems
Page:14 Problems
Page:15 Problems
Page:16 Venn-diagrams
Page:17 Venn-diagrams
Page:18 Venn-diagrams
Page:19 Venn-diagrams
Page:20 Venn-diagrams
Page:21 Venn-diagrams
Page:22 Venn-diagrams
Page:23 Venn-diagrams
Page:24 Laws of set theory
Page:25 Laws continue
Page:26 Proving Laws
Page:27 Proving Laws
Page:28 Proving Laws
Page:29 Principle of Duality
Page:30 Duality continue
Page:31 Partition
Page:32 Partition continue
Page:33 Cartesian product of set
Page:34 Cartesian product continue
Page:35 Cartesian product continue
Page:36 Cartesian product continue
Page:37 UNIT-3 RELATIONS AND FUNCTIONS
Page:38 Terminology
Page:39 Terminology continue
Page:40 Inverse Relations
Page:41 Re-flexive Relation
Page:42 Symmetric Relations
Page:43 Anti-symmetric
Page:44 Transitive Relation
Page:45 Equivalence Relation
Page:46 Partial Order Relations
Page:47 Partial Order Relation continue
Page:48 Void Relation
Page:49 Problem
Page:50 Problem
Page:51 Problem
Page:53 Problem
Page:54 Problem
Page:55 Problem
Page:56 Problem
Page:57 Problem
Page:58 Problem
Page:59 Problem
Page:60 Problem
Page:61 Problem
Page:62 Problem
Page:63 Problem
Page:64 Mapping, Operators & Tranformations
Page:65 Equal function
Page:66 Onto Function
Page:67 Identity Function
Page 68 Example for on-to function
Page:69 Bijection
Page:70 Inverse Function
Page:71 Product of two functions
Page:72 Constant Function
Page: 73 Algebraic function
Page:74 Relational Function
Page:75 Problem
Page:76 Problem
Page:77 Problem
Page:78 Problem
Page:79 Problem
Page:80 Problem
Page:81 Problem
Page:82 Problem
Page:83 Problem
Page:84 Problem
Page:85 Problem
Page:86 Problem
Page:87 Problem
Page:88 UNIT Graph Theory
Page:89 Graph
Page:90 Graph
Page:Graph
Page:92 Empty Graph
Page:93 Bipartite Graph
Page:94 Complete Bipartite Graph
Page:95 Sub Graph
Page:96 Proper sub Graph
Page:97 Digraph
Page:98 Identical edges
Page:99 Degree of a vertex
Page:100 Regular Graph
Page:101 Representation of graph in computer memory
Page:102 continue
Page:103 example
Page:104 continue
Page:105 THEORY 1
Page:106 Theorem 1... Proof
Page:107 Paths & Connectivity
Page:108 Open Walk
Page:109 Trial walk
Page:110 Cycle walk
Page:111 Tree
Page:112 Tree 1st theorem
Page:113 Tree 2nd theorem
Page:114 2nd theorem proof
Page:115 Property
Page:116 Proof
Page:117 Rooted tree
Page:118 Traversing Binary tree
Page:119 Unit-4 Languages & Grammer
Page:120 Grammer
Page:121 Notation
Page:122 Phrase structure Grammer(psg)
Page:123 Phrase structure language(PSL)
Page:124 Cotext-free Grammer
Page:125 Finite state machine
Page:126 Equivalent machine
Page:127 Equivalent machine note
Page:128 Finite state machines as language Recognise
Page:129 Finite state languages
Page:130 Finite state languages continue
Page:131 Language
Page:132 Concatenation of languages
Page:133 Concatenation of languages problem
Page:134 Types of grammer
Page:135 Context-free grammer
Page:136 Regular expression
Page:137 Properties of regular expression
Page:138 Deterministic finite state machine(DFA)
Page:139 Languages Problems
Page:140 Languages Problems
Page:141 Languages Problems
Page:142
Page:143 consider the production rule
Page:144 Table for Grammer type and Machine type
Page:145 Mathematical logic
Page:146 Negation(Not)
Page:147 Problem ... Negation
Page:148 Derived Connective
Page:149 NOR
Page:150 Problem for XOR
Page:151 Problem for XOR
Page:152 Conditional Statements
Page:153 Converse Statement
Page:154 Contrapositive Statement
Page:155 Tautology
Page:156 Argument
Page:157 Inclusion-Exclusion Principle
Page:158 Doesnot Smoke
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