Канал: Knop's Course

Applications of the Sprague-Grundy Theorem: Introduction to Combinatorial Game Theory #6

Applications of the Sprague-Grundy Theorem: Introduction to Combinatorial Game Theory #6

Sum of Games: Introduction to Combinatorial Game Theory #5

Sum of Games: Introduction to Combinatorial Game Theory #5

Graph Games: Introduction to Combinatorial Game Theory #4

Graph Games: Introduction to Combinatorial Game Theory #4

The game of Nim: Introduction to Combinatorial Game Theory #3

The game of Nim: Introduction to Combinatorial Game Theory #3

P-positions and N-positions: Introduction to Combinatorial Game Theory #2

P-positions and N-positions: Introduction to Combinatorial Game Theory #2

Combinatorial Games: Introduction to Combinatorial Game Theory #1

Combinatorial Games: Introduction to Combinatorial Game Theory #1

Natural Deduction for Predicate Logic: Introduction to Mathematical Logic #6

Natural Deduction for Predicate Logic: Introduction to Mathematical Logic #6

Predicate Formulas: Introduction to Mathematical Logic #5

Predicate Formulas: Introduction to Mathematical Logic #5

Soundness and Completeness: Introduction to Mathematical Logic #4

Soundness and Completeness: Introduction to Mathematical Logic #4

Natural Deduction: Introduction to Mathematical Logic #3

Natural Deduction: Introduction to Mathematical Logic #3

Proofs Using Truth Tables: Introduction to Mathematical Logic #2

Proofs Using Truth Tables: Introduction to Mathematical Logic #2

Propositional Formulas: Introduction to Mathematical Logic #1

Propositional Formulas: Introduction to Mathematical Logic #1

Двойной подсчет: введение в комбинаторику №5

Двойной подсчет: введение в комбинаторику №5

Permutations and Binomial Coefficients: Introduction to Combinatorics #4

Permutations and Binomial Coefficients: Introduction to Combinatorics #4

The Pigeonhole Principle: Introduction to Combinatorics #3

The Pigeonhole Principle: Introduction to Combinatorics #3

Counting Principles: Introduction to Combinatorics #2

Counting Principles: Introduction to Combinatorics #2

Bijections, Surjections, and Injections: Introduction to Combinatorics #1

Bijections, Surjections, and Injections: Introduction to Combinatorics #1

Functions and Quantifiers: Introduction to Mathematical Reasoning #7

Functions and Quantifiers: Introduction to Mathematical Reasoning #7

Sets: Introduction to Mathematical Reasoning #6

Sets: Introduction to Mathematical Reasoning #6

Connectives and Propositions: Introduction to Mathematical Reasoning #5

Connectives and Propositions: Introduction to Mathematical Reasoning #5

The Induction Principle: Introduction to Mathematical Reasoning #4

The Induction Principle: Introduction to Mathematical Reasoning #4

Proofs by Contradiction: Introduction to Mathematical Reasoning #3

Proofs by Contradiction: Introduction to Mathematical Reasoning #3

What We Know and How to Find a Proof: Introduction to Mathematical Reasoning #2

What We Know and How to Find a Proof: Introduction to Mathematical Reasoning #2

What is a Mathematical Proof: Introduction to Mathematical Reasoning #1

What is a Mathematical Proof: Introduction to Mathematical Reasoning #1