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| # | Exercise Title | Features | Description | Platform | Keywords |
|---|---|---|---|---|---|
| 1 | Programmed Instruction: Induction Proof For Factorial | Programmed Instruction | Programmed Instruction Frameset examples of induction proof proving a Factorial function implementation correct. | OpenDSA | Proof by Induction |
| 2 | Programmed Instruction: Induction Proof Examples | Programmed Instruction | Programmed Instruction Frameset examples of induction proofs. | OpenDSA | Proof by Induction |
| 3 | Programmed Instruction: Induction Proof For Two Coloring | Programmed Instruction | Programmed Instruction Frameset examples of induction proof for two-coloring the 2D plane. | OpenDSA | Proof by Induction |
| 4 | Programmed Instruction: Proof Techniques Introduction | Programmed Instruction | Programmed Instruction Frameset presentation of basic proofs review, including proof by contradiction review. | OpenDSA | Proof |
| 5 | Proof that 3-SAT is NP-Complete Slideshow | Proof Visualization | Slideshow demonstrating that 3-Satisfiability is NP-Complete by a reduction from Satisfiability. | OpenDSA | Clique Problem |
| 6 | Pumping Lemma Example: wwR | Programmed Instruction, Proof Visualization | Programmed Instruction slideshow showing the pumping lemma proof that the language consisting of a string w followed by the reverse... | OpenDSA | Non-Regular Language |
| 7 | Proof not all CFL are Deterministic | Programmed Instruction | Programmed Instruction Frameset with a proof that there exists a CFL that is not a deterministic CFL. | OpenDSA | Pushdown Automata |
| 8 | Heap Build Proof Slideshow | Code Tracing Presentation, Algorithm Visualization | Slideshow visualizing the cost of the efficient heap buiding algorithm, showing that it is a linear-time algorithm. | OpenDSA | Heap |
| 9 | Pumping Lemma Example: Harder Proof | Programmed Instruction, Proof Visualization | Programmed Instruction slideshow showing the harder pumping lemma proof where there are multiple cases to consider. | OpenDSA | Non-Regular Language |
| 10 | Geometric Summation Proof | Presentation | Slideshow showing how to calculate the closed form for the geometric series. | OpenDSA | Summation |
| 11 | Using Posets for a Lower Bounds Proof | Presentation | Slideshow showing the use of posets in a proof of the lower bound for search in an unsorted list. | OpenDSA | Poset, Search in Unsorted Lists |
| 12 | Programmed Instruction: Induction Proofs | Programmed Instruction | Programmed Instruction Frameset review of induction proofs. | OpenDSA | Induction Proof |
| 13 | Heapsort Analysis Slideshow | Algorithm Visualization | Slideshow showing a visual proof for the cost of Heapsort. | OpenDSA | Heapsort |
| 14 | Quicksort Average Case Analysis Slideshow | Algorithm Visualization | Slideshow showing a visual proof for the average-case cost of Quicksort. | OpenDSA | Quicksort |
| 15 | Quicksort Best Case Analysis Slideshow | Algorithm Visualization | Slideshow showing a visual proof for the best-case cost of Quicksort. | OpenDSA | Quicksort |
| 16 | Quicksort Partition Analysis Slideshow | Algorithm Visualization | Slideshow showing a visual proof for the cost of the partition step for Quicksort. | OpenDSA | Quicksort |
| 17 | Quicksort Worst Case Analysis Slideshow | Algorithm Visualization | Slideshow showing a visual proof for the worst-case cost of Quicksort. | OpenDSA | Quicksort |
| 18 | Sorting Lower Bound Analysis Slideshow | Algorithm Visualization | Slideshow showing a visual proof for the lower bound of the general sorting problem. | OpenDSA | Sorting Problem Lower Bound |
| 19 | Pumping Lemma Example: a^n b^n | Programmed Instruction, Proof Visualization | Programmed Instruction slideshow showing the pumping lemma proof that the language a^n b^n is not regular. | OpenDSA | Non-Regular Language |
| 20 | Pumping Lemma Slideshow | Proof Visualization | Simple demonstration of a Pumping Lemma proof to show that a language is not regular. | OpenDSA | Pumping Lemma, Non-Regular Language |
| 21 | Sorting Lower Bound Summary Questions | Question, Battery | Battery of self-assessment questions related to the lower bounds proof for the general sorting problem. | OpenDSA | Sorting Problem Lower Bound |
| 22 | Regular Expressions Equivalent to NFA: Part 1 | Programmed Instruction | Programmed Instruction Frameset presenting Part 1 of 4 parts of a proof of equivalence of Regular Expressions and NFAs. | OpenDSA | Regular Expression, Non-Deterministic Finite Automata |
| 23 | Regular Expressions Equivalent to NFA: Part 3: Concatenate | Programmed Instruction | Programmed Instruction Frameset presenting Part 3 of 4 parts of a proof of equivalence of Regular Expressions and NFAs. Concatenating... | OpenDSA | Regular Expression, Non-Deterministic Finite Automata |
| 24 | Regular Expressions Equivalent to NFA: Part 2: Or | Programmed Instruction | Programmed Instruction Frameset presenting Part 2 of 4 parts of a proof of equivalence of Regular Expressions and NFAs. Or'ing... | OpenDSA | Regular Expression, Non-Deterministic Finite Automata |
| 25 | Regular Expressions Equivalent to NFA: Part 4: Star | Programmed Instruction | Programmed Instruction Frameset presenting Part 4 of 4 parts of a proof of equivalence of Regular Expressions and NFAs. Kleene... | OpenDSA | Regular Expression, Non-Deterministic Finite Automata |
| 26 | Closure Properties for Regular Languages: Right Quotient | Programmed Instruction | Programmed Instruction Frameset presenting the concept of right quotient, and a proof that this operator is closed for regular languages. | OpenDSA | Regular Language, Closure Property |
| 27 | Closure Properties for Regular Languages: Homomorphism | Programmed Instruction | Programmed Instruction Frameset presenting the concept of homomorphism, and a proof that this operator is closed for regular languages. | OpenDSA | Regular Language, Closure Property |
| 28 | Turing Machine Extensions Frameset | Presentation | Slideshow presenting various potential extensions to Turing machines, such as two-dimensional tapes, multiple heads, and non-determinism. Includes proofs that these... | OpenDSA | Turing Machine |