| 1. Intro-en_US.srt | 4.8 KB | ||
| 1. Intro.mp4 | 6.5 MB | ||
| 1. Introduction-en_US.srt | 819.2 B | ||
| 1. Introduction.mp4 | 702.7 KB | ||
| 10. Cartesian Products-en_US.srt | 16.3 KB | ||
| 10. Cartesian Products.mp4 | 46.2 MB | ||
| 10. Conditional Statements-en_US.srt | 15.3 KB | ||
| 10. Conditional Statements.mp4 | 37.5 MB | ||
| 10. Function Composition-en_US.srt | 11 KB | ||
| 10. Function Composition.mp4 | 32.4 MB | ||
| 10. Walks, Trails, Paths, and Circuits-en_US.srt | 15.4 KB | ||
| 10. Walks, Trails, Paths, and Circuits.mp4 | 45 MB | ||
| 11. Cartesian Plane-en_US.srt | 5.2 KB | ||
| 11. Cartesian Plane.mp4 | 6.9 MB | ||
| 11. Examples-en_US.srt | 10.7 KB | ||
| 11. Examples.mp4 | 38.6 MB | ||
| 11. Function Combination-en_US.srt | 11 KB | ||
| 11. Function Combination.mp4 | 20.3 MB | ||
| 11. Negation of Conditional Statements-en_US.srt | 9.9 KB | ||
| 11. Negation of Conditional Statements.mp4 | 28.8 MB | ||
| 12. Converse and Inverse-en_US.srt | 8.6 KB | ||
| 12. Converse and Inverse.mp4 | 19.2 MB | ||
| 12. Eccentricity, Diameter, and Radius-en_US.srt | 7.5 KB | ||
| 12. Eccentricity, Diameter, and Radius.mp4 | 21.9 MB | ||
| 12. Even and Odd Functions-en_US.srt | 10.6 KB | ||
| 12. Even and Odd Functions.mp4 | 20.7 MB | ||
| 12. Venn Diagrams-en_US.srt | 4.3 KB | ||
| 12. Venn Diagrams.mp4 | 13 MB | ||
| 13. Biconditional Statements-en_US.srt | 10.8 KB | ||
| 13. Biconditional Statements.mp4 | 23.9 MB | ||
| 13. Connectedness-en_US.srt | 22.1 KB | ||
| 13. Connectedness.mp4 | 61.7 MB | ||
| 13. One to One (Injective) Functions-en_US.srt | 12.7 KB | ||
| 13. One to One (Injective) Functions.mp4 | 61.8 MB | ||
| 13. Set Operations (Union, Intersection)-en_US.srt | 16.9 KB | ||
| 13. Set Operations (Union, Intersection).mp4 | 50.9 MB | ||
| 14. Euler Trails and Circuits-en_US.srt | 29.7 KB | ||
| 14. Euler Trails and Circuits.mp4 | 63.6 MB | ||
| 14. Examples-en_US.srt | 14.9 KB | ||
| 14. Examples.mp4 | 48.5 MB | ||
| 14. Onto (Surjective) Functions-en_US.srt | 7.9 KB | ||
| 14. Onto (Surjective) Functions.mp4 | 21.6 MB | ||
| 14. Properties of Union and Intersection-en_US.srt | 12.8 KB | ||
| 14. Properties of Union and Intersection.mp4 | 46.4 MB | ||
| 15. Digital Logic Circuits-en_US.srt | 16.6 KB | ||
| 15. Digital Logic Circuits.mp4 | 45.4 MB | ||
| 15. Fleury’s Algorithm-en_US.srt | 15.8 KB | ||
| 15. Fleury’s Algorithm.mp4 | 27.4 MB | ||
| 15. Inverse Functions-en_US.srt | 12.7 KB | ||
| 15. Inverse Functions.mp4 | 23.3 MB | ||
| 15. Set Operations (Difference, Complement)-en_US.srt | 14.2 KB | ||
| 15. Set Operations (Difference, Complement).mp4 | 40 MB | ||
| 16. Black Boxes and Gates-en_US.srt | 17.9 KB | ||
| 16. Black Boxes and Gates.mp4 | 47.2 MB | ||
| 16. Hamiltonian Paths and Circuits-en_US.srt | 9 KB | ||
| 16. Hamiltonian Paths and Circuits.mp4 | 18.6 MB | ||
| 16. Long Division-en_US.srt | 19.7 KB | ||
| 16. Long Division.mp4 | 40.4 MB | ||
| 16. Properties of Difference and Complement-en_US.srt | 8.7 KB | ||
| 16. Properties of Difference and Complement.mp4 | 26.4 MB | ||
| 17. Boolean Expressions-en_US.srt | 7.3 KB | ||
| 17. Boolean Expressions.mp4 | 10.9 MB | ||
| 17. De Morgan’s Law-en_US.srt | 8.6 KB | ||
| 17. De Morgan’s Law.mp4 | 36.2 MB | ||
| 17. Ore's Theorem-en_US.srt | 22 KB | ||
| 17. Ore's Theorem.mp4 | 48.5 MB | ||
| 18. Partition of Sets-en_US.srt | 16.4 KB | ||
| 18. Partition of Sets.mp4 | 48.9 MB | ||
| 18. The Shortest Path Problem-en_US.srt | 21.6 KB | ||
| 18. The Shortest Path Problem.mp4 | 33.5 MB | ||
| 18. Truth Tables and Circuits-en_US.srt | 11.6 KB | ||
| 18. Truth Tables and Circuits.mp4 | 43.4 MB | ||
| 19. Equivalent Circuits-en_US.srt | 7.9 KB | ||
| 19. Equivalent Circuits.mp4 | 17.6 MB | ||
| 19. Extra Practice Problems-en_US.srt | 1 KB | ||
| 19. Extra Practice Problems.mp4 | 774.4 KB | ||
| 2. Definition of a Set-en_US.srt | 10.5 KB | ||
| 2. Definition of a Set.mp4 | 48.2 MB | ||
| 2. Factorials-en_US.srt | 10.7 KB | ||
| 2. Factorials.mp4 | 18.4 MB | ||
| 2. Functions-en_US.srt | 18.2 KB | ||
| 2. Functions.mp4 | 61.3 MB | ||
| 2. Graphs-en_US.srt | 12.4 KB | ||
| 2. Graphs.mp4 | 33.5 MB | ||
| 2. Parity-en_US.srt | 15.4 KB | ||
| 2. Parity.mp4 | 27.9 MB | ||
| 2. Sequence-en_US.srt | 8.3 KB | ||
| 2. Sequence.mp4 | 29.3 MB | ||
| 2. Statements-en_US.srt | 9.7 KB | ||
| 2. Statements.mp4 | 16.5 MB | ||
| 2. Terminologies-en_US.srt | 4.4 KB | ||
| 2. Terminologies.mp4 | 9.3 MB | ||
| 2. The Language of Relations-en_US.srt | 13.2 KB | ||
| 2. The Language of Relations.mp4 | 24.4 MB | ||
| 20. NAND and NOR Gates-en_US.srt | 8.6 KB | ||
| 20. NAND and NOR Gates.mp4 | 15 MB | ||
| 21. Quantified Statements - ALL-en_US.srt | 9.3 KB | ||
| 21. Quantified Statements - ALL.mp4 | 26.1 MB | ||
| 22. Quantified Statements - THERE EXISTS-en_US.srt | 7.2 KB | ||
| 22. Quantified Statements - THERE EXISTS.mp4 | 19.1 MB | ||
| 23. Negations of Quantified Statements-en_US.srt | 9.5 KB | ||
| 23. Negations of Quantified Statements.mp4 | 27.6 MB | ||
| 3. Arithmetic Sequences-en_US.srt | 17.7 KB | ||
| 3. Arithmetic Sequences.mp4 | 68.9 MB | ||
| 3. Compound Statements-en_US.srt | 16.5 KB | ||
| 3. Compound Statements.mp4 | 66.7 MB | ||
| 3. Direct Proofs-en_US.srt | 11.3 KB | ||
| 3. Direct Proofs.mp4 | 22.4 MB | ||
| 3. Divisibility-en_US.srt | 12 KB | ||
| 3. Divisibility.mp4 | 44.7 MB | ||
| 3. Evaluating a Function-en_US.srt | 14.1 KB | ||
| 3. Evaluating a Function.mp4 | 44.8 MB | ||
| 3. Mean-en_US.srt | 4.4 KB | ||
| 3. Mean.mp4 | 7.7 MB | ||
| 3. Number Sets-en_US.srt | 11.6 KB | ||
| 3. Number Sets.mp4 | 30.6 MB | ||
| 3. Relations on Sets-en_US.srt | 14.6 KB | ||
| 3. Relations on Sets.mp4 | 46.1 MB | ||
| 3. Subgraphs-en_US.srt | 10.1 KB | ||
| 3. Subgraphs.mp4 | 23.8 MB | ||
| 3. The Fundamental Counting Principle-en_US.srt | 17 KB | ||
| 3. The Fundamental Counting Principle.mp4 | 46 MB | ||
| 4. Degree-en_US.srt | 9.4 KB | ||
| 4. Degree.mp4 | 26.7 MB | ||
| 4. Domains-en_US.srt | 19.3 KB | ||
| 4. Domains.mp4 | 45.9 MB | ||
| 4. Geometric Sequences-en_US.srt | 12.7 KB | ||
| 4. Geometric Sequences.mp4 | 31.1 MB | ||
| 4. Median-en_US.srt | 4.5 KB | ||
| 4. Median.mp4 | 5.9 MB | ||
| 4. Permutations-en_US.srt | 16.6 KB | ||
| 4. Permutations.mp4 | 29.2 MB | ||
| 4. Prime Numbers-en_US.srt | 10.6 KB | ||
| 4. Prime Numbers.mp4 | 36.4 MB | ||
| 4. Proofs by Contrapositive-en_US.srt | 13.9 KB | ||
| 4. Proofs by Contrapositive.mp4 | 38.8 MB | ||
| 4. Set Equality-en_US.srt | 12.5 KB | ||
| 4. Set Equality.mp4 | 28.6 MB | ||
| 4. The Inverse of a Relation-en_US.srt | 6.8 KB | ||
| 4. The Inverse of a Relation.mp4 | 29.7 MB | ||
| 4. Truth Tables-en_US.srt | 12.1 KB | ||
| 4. Truth Tables.mp4 | 21.9 MB | ||
| 5. Combinations-en_US.srt | 15.3 KB | ||
| 5. Combinations.mp4 | 47.9 MB | ||
| 5. Examples-en_US.srt | 18.4 KB | ||
| 5. Examples.mp4 | 44.3 MB | ||
| 5. Mode-en_US.srt | 4 KB | ||
| 5. Mode.mp4 | 6.1 MB | ||
| 5. Partial Sums of Arithmetic Sequences-en_US.srt | 18.6 KB | ||
| 5. Partial Sums of Arithmetic Sequences.mp4 | 63.1 MB | ||
| 5. Prime Factorization-en_US.srt | 11.7 KB | ||
| 5. Prime Factorization.mp4 | 18.3 MB | ||
| 5. Proofs by Contradiction-en_US.srt | 22.4 KB | ||
| 5. Proofs by Contradiction.mp4 | 62.9 MB | ||
| 5. Range-en_US.srt | 7 KB | ||
| 5. Range.mp4 | 34.3 MB | ||
| 5. Reflexivity, Symmetry and Transitivity-en_US.srt | 15.5 KB | ||
| 5. Reflexivity, Symmetry and Transitivity.mp4 | 53.7 MB | ||
| 5. Set-Builder Notation-en_US.srt | 12.9 KB | ||
| 5. Set-Builder Notation.mp4 | 25.9 MB | ||
| 5. Sum of Degrees of Vertices Theorem-en_US.srt | 25.1 KB | ||
| 5. Sum of Degrees of Vertices Theorem.mp4 | 145.3 MB | ||
| 6. Adjacency and Incidence-en_US.srt | 8.6 KB | ||
| 6. Adjacency and Incidence.mp4 | 61.3 MB | ||
| 6. Examples-en_US.srt | 9.5 KB | ||
| 6. Examples.mp4 | 21.3 MB | ||
| 6. Exhaustion Proofs-en_US.srt | 17.6 KB | ||
| 6. Exhaustion Proofs.mp4 | 43.6 MB | ||
| 6. GCD & LCM-en_US.srt | 23.2 KB | ||
| 6. GCD & LCM.mp4 | 50.3 MB | ||
| 6. Graphs-en_US.srt | 20.3 KB | ||
| 6. Graphs.mp4 | 45.1 MB | ||
| 6. Logical Equivalences-en_US.srt | 8.7 KB | ||
| 6. Logical Equivalences.mp4 | 14.3 MB | ||
| 6. Partial Sums of Geometric Sequences-en_US.srt | 9.4 KB | ||
| 6. Partial Sums of Geometric Sequences.mp4 | 32 MB | ||
| 6. Pigeonhole Principle-en_US.srt | 8.3 KB | ||
| 6. Pigeonhole Principle.mp4 | 14.3 MB | ||
| 6. Range-en_US.srt | 10.3 KB | ||
| 6. Range.mp4 | 36.4 MB | ||
| 6. Types of Sets-en_US.srt | 14.7 KB | ||
| 6. Types of Sets.mp4 | 30.7 MB | ||
| 7. Adjacency Matrix-en_US.srt | 18 KB | ||
| 7. Adjacency Matrix.mp4 | 56.2 MB | ||
| 7. Existence & Uniqueness Proofs-en_US.srt | 18.1 KB | ||
| 7. Existence & Uniqueness Proofs.mp4 | 55.3 MB | ||
| 7. Graphing Calculator-en_US.srt | 8.2 KB | ||
| 7. Graphing Calculator.mp4 | 58.6 MB | ||
| 7. Outlier-en_US.srt | 5.9 KB | ||
| 7. Outlier.mp4 | 6.3 MB | ||
| 7. Pascal's Triangle-en_US.srt | 11.7 KB | ||
| 7. Pascal's Triangle.mp4 | 20.8 MB | ||
| 7. Properties of Equality & Less Than-en_US.srt | 9.5 KB | ||
| 7. Properties of Equality & Less Than.mp4 | 27.2 MB | ||
| 7. Series-en_US.srt | 17.9 KB | ||
| 7. Series.mp4 | 63.3 MB | ||
| 7. Subsets-en_US.srt | 12.6 KB | ||
| 7. Subsets.mp4 | 30.5 MB | ||
| 7. Tautologies and Contradictions-en_US.srt | 8.5 KB | ||
| 7. Tautologies and Contradictions.mp4 | 15.5 MB | ||
| 8. Bonus Lecture-en_US.srt | 3.7 KB | ||
| 8. Bonus Lecture.mp4 | 34.5 MB | ||
| 8. De Morgan’s Laws in Logic-en_US.srt | 14.1 KB | ||
| 8. De Morgan’s Laws in Logic.mp4 | 59.9 MB | ||
| 8. Equivalence Relation-en_US.srt | 7.2 KB | ||
| 8. Equivalence Relation.mp4 | 20.3 MB | ||
| 8. Extracting Info from a Graph-en_US.srt | 16.1 KB | ||
| 8. Extracting Info from a Graph.mp4 | 77.2 MB | ||
| 8. Incidence Matrix-en_US.srt | 9.6 KB | ||
| 8. Incidence Matrix.mp4 | 17.6 MB | ||
| 8. Power Set-en_US.srt | 6.3 KB | ||
| 8. Power Set.mp4 | 11.9 MB | ||
| 8. Proofs by Induction-en_US.srt | 14.9 KB | ||
| 8. Proofs by Induction.mp4 | 84.7 MB | ||
| 8. Variance-en_US.srt | 13.5 KB | ||
| 8. Variance.mp4 | 23.3 MB | ||
| 9. Domain & Range from a Graph-en_US.srt | 11.5 KB | ||
| 9. Domain & Range from a Graph.mp4 | 34.9 MB | ||
| 9. Equivalence Class-en_US.srt | 7.8 KB | ||
| 9. Equivalence Class.mp4 | 21.8 MB | ||
| 9. Examples-en_US.srt | 22.2 KB | ||
| 9. Examples.mp4 | 116.7 MB | ||
| 9. Isomorphism-en_US.srt | 11.5 KB | ||
| 9. Isomorphism.mp4 | 37.7 MB | ||
| 9. Logical Equivalence Laws-en_US.srt | 5.2 KB | ||
| 9. Logical Equivalence Laws.mp4 | 10.9 MB | ||
| 9. Ordered Pairs-en_US.srt | 5.8 KB | ||
| 9. Ordered Pairs.mp4 | 9.7 MB | ||
| 9. Standard Deviation-en_US.srt | 5.4 KB | ||
| 9. Standard Deviation.mp4 | 23.8 MB | ||
| Bonus Resources.txt | 307.2 B | ||
| Divisibility-Rules-1.pdf | 54.6 KB | ||
| Get Bonus Downloads Here.url | 204.8 B | ||
| Induction.pdf | 26.3 KB | ||
| Logical-Equivalence-Laws.pdf | 22.7 KB | ||
| Sets-Workbook.pdf | 1.1 MB | ||
| ▲ 254 total files | |||
Discrete Mathematics (updated 7/2021)
MP4 | Video: h264, 1280x720 | Audio: AAC, 44.1 KHz
Language: English | Size: 4.00 GB | Duration: 18h 54m
Master Discrete Math for Computer Science and Mathematics Students
What you'll learn
You will learn and develop the ability to think, read and write abstractly and Mathematically.
You will learn the fundamentals of Set Theory including set builder notation, and set operations and properties.
You will learn tautologies, contradictions, De Morgan's Laws in Logic, logical equivalence, and formulating quantified statements.
You will lear how to create truth tables and tell the falsehood and truthfulness of a compound statements.
You will know how to write, read and prove Mathematical statements using a variety of methods.
You will understand boolean expressions, black boxes, logical gates and digital circuits.
You will understand the Fundamental Theorem of Arithmetics, modular arithmetic, and learn how to find GCD & LCM.
You will acquire a solid foundation in functions, function composition & combination, bijective and inverse functions.
You will learn how to find equivalence relations and equivalence classes.
You will learn essential concepts in Statistics and Combinatorics.
You will master arithmetic and geometric sequences, and partial sums.
You will learn the fundamental concepts in Graph Theory like incidence and adjacency matrices, walks, eccentricity, hamiltonian paths and circuits, connectedness, and Ore's Theorem.
A fair background in algebra.
Description
WHAT IS THIS COURSE ABOUT?
Discrete Mathematics (DM), or Discrete Math is the backbone of Mathematics and Computer Science. DM is the study of topics that are discrete rather than continuous, for that, the course is a MUST for any Math or CS student. The topics that are covered in this course are the most essential ones, those that will touch every Math and Science student at some point in their education. The goal of this course is to build the mathematical foundation for computer science courses such as data structures, algorithms, relational and database theory, and for mathematics courses such as linear and abstract algebra, combinatorics, probability, logic and set theory, and number theory.
| torrent name | size | uploader | age | seed | leech |
|---|---|---|---|---|---|
|
Udemy - Discrete Maths - Mathematical Induction and Binomial Theorem Posted by
freecoursewb in Other
|
3.9 GB | freecoursewb | 2 months | 11 | 5 |
|
Udemy - Discrete Maths - Mathematical Induction and Binomial Theorem Posted by
freecoursewb in Other
|
3.9 GB | freecoursewb | 4 years | 0 | 0 |
| 548.7 MB | freecoursewb | 4 years | 0 | 0 | |
|
[ FreeCourseWeb ] Udemy - Discrete Fourier Transform and Spectral Analysis (MATLAB) Posted by
freecoursewb in Other
|
1.6 GB | freecoursewb | 4 years | 0 | 0 |
| 4.7 GB | fcs0310 | 5 years | 6 | 1 |
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