Mathematics Instructor
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Lec#68||Problem 8.17||Problem 8.18||Problem 8.19||Problem 8.20||Set Theory by Schaum's series
Lec#67||Theorem 8.17||Left Distributive Law & Associative Law holds for Ordinals||Set Theory
Lec#66||Ordinal Multiplication||Multiplication of Ordinal numbers is not Commutative||Set Theory
Lec#65||Ordinal Addition||Addition of ordinals is not Commutative||Theorem 8.15||Set Theory
Lec#64||Problem 8.15||Problem 8.16||Set Theory by Schaum's outline series
Lec#63||Theorem 8.12||Theorem 8.13||Set of Ordinal numbers is linearly ordered & also well ordered
Lec#62||Ordinal Numbers||Difference b/w Ordinal number and Cardinal number||Set Theory
Lec#61||Problem 8.13||Problem 8.14||Set Theory by Schaum's outline series||Mathematics Instructor
Lec#60||Problem 8.12/Theorem 8.10||Set Theory by Schaum's Outline Series||Mathematics Instructor
Lec#59||Problem 8.10||Problem 8.11||Set Theory by Schaum's Outline series||Mathematics Instructor
Lec#58||Problem 8.9||Set Theory by Schaum's Outline Series||Mathematics Instructor
Lec#57||Problem 8.7||Problem 8.8||Set Theory by Schaum's Outline Series
Lec#56||Problem 8.6||Set Theory by Schaum's Outline series||Mathematics Instructor
Lec#55||Theorem 8.7/Problem 8.3||Theorem 8.8/Problem 8.4||Theorem 8.9/Problem 8.5||Set Theory
Lec#54||Initial Segment||Theorem 8.6||Set Theory by Schaum Series||Mathematics Instructor
Lec#53||Theorem 8.5||Every element in Well Ordered set has a Unique Immediate Successor||Set Theory
Lec#52||Concatenation or Sum Order||Limit Element||Example 8.1||Set Theory by Schaum series
Lec#51||Well Ordered Set||Theorem 8.1||Set Theory by Schaum's Outline Series||Mathematics Instructor
Lec#50||Problem 7.32||Set Theory by Schaum's Series||Mathematics Instructor
Lec#49||Problem 7.31||Set Theory by Schaum Series||Mathematics Instructor
Lec#48||Theorem 7.5||The relation of order isomorphism is an equivalence relation||Set Theory
Lec#47||Theorem 7.4||If S is order isomorphic to T then S is equipotent to T||Set Theory
Lec#46||Theorem 7.3||Set Theory by Schaum's Outline Series||Mathematics Instructor
Lec#45||Theorem 7.2||If S is linearly ordered and T is similar to S, then T is linearly ordered.
Lec#44||Isomorphic(Similar) Ordered Sets||Similarity Mapping||Examples||Set Theory by Schaum Series
Lec#43||Supremum and Infimum||Upper and Lower Bounds||Examples||Set Theory by Schaum's Series
Lec#42||First Element||Last Element||Examples||Set Theory by Schaum's Outline Series
Lec#41||Minimal Element||Maximal Element||Examples||Set Theory by Schaum's outline Series
Lec#40||Hasse Diagram||Immediate Predecessor\Successor||Example 7.4||Set Theory by Schaum Series
Lec#39||Lexicographical Order||Dictionary Order||Lexicographical Order is Linearly Order||Set Theory