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UIUC CS 374 FA 20: 6.4. Using closure properties to prove non-regularity (Sariel Har-Peled) View | |
Using the closure properties to prove non-regularity (Cesare Spinoso) View | |
UIUC CS 374 FA 20: 6.3. Fooling sets: Proving non-regularity of a language (Sariel Har-Peled) View | |
Closure Properties of Non-Regular Languages (Easy Theory) View | |
Proving with closure properties of regular languages (intersection) (Samya Daleh) View | |
UIUC CS 374 FA 20 2.2.2. An example of a non-regular language (Sariel Har-Peled) View | |
Introduction to closure properties (for regular languages) (Cesare Spinoso) View | |
UIUC CS 374 FA 20: 6.5.2. Myhill-Nerode theorem - Part II: One automata to rule them (Sariel Har-Peled) View | |
Closure properties of Regular Languages (Suganya Karunamurthy) View | |
UIUC CS 374 FA 20: 6.3.1. On the exponential gap in the number of states between a DFA and an NFA (Sariel Har-Peled) View |