#finiteautomata

[fortunatelycoldengineer]

Basic Model of Turing machine . . . . for more information and tutorial https://bit.ly/3w4x0Qz check the above link

[fortunatelycoldengineer]

Turing Machine . . . . for more information and tutorial https://bit.ly/3HP3KzS check the above link

[fortunatelycoldengineer]

Pushdown Automata(PDA) . . . . for more information and tutorial https://bit.ly/3UxmYBs check the above link

[reportingfrom20xx]

Good Morning, Charlotte Scene!! The week has hit the reset button for us here at RF20XX, and we're starting fresh by working our normal grind a bit earlier so that the daily struggle doesn't delay events from hitting your ears & eyes in time 🎶. ~~~~~~~~~~ As well this week, we've added in a few venues, expanding onto the roster within Charlotte, including the more vibrant ones we declined to cover before. We believe that our focus should be on bands working their way up, so we'll make sure to let you know when we open up for vets!! ~~~~~~~~~~ - R U OK? CLT comes in to the Evening Muse for our monthly check-up. Following Pride Weekend, this month's event caters around addressing discrimination in the LGBTQ+ community, so if you'd like to educate yourself more on the ordeals of our brothers & sisters of the city, this is a great event to do it at, especially in a quieter, more personal environment. ~~~~~~~~~~ Without further ado, here's the rest of today's music events in the CLT Scene; ---------------------------------------------------------- 8/20 – Tuesday The Evening Muse – R U OK? CLT w/ Lauren Faber & Gina & Brenda of Doubting Thomas @ 7pm —————————————————- – Jesse Lamar Williams & The Menastree Jazz Jam @ 10pm The World-Famous Milestone – God Module w/ Finite Automata, Absynthe Of Faith & 30 Year Sick @ 8pm Snug Harbor – Ramonda Hammer w/ Big Wave Small Wave & Surrounder @ 9pm Petra’s – Foreplay Goes South @ 7pm Hattie’s Tap & Tavern – Bingo w/ Nick Rowlett @ 9pm Crown Station – Open Mic Music Night @ 7pm —————————————– – Mercury Dimes w/ Erin Fox (Philly) & The Cocker Spaniels @ 9:30pm Smokey Joe’s – Smokin’ J’S Open Jam (Weekly) @ 9pm PNC Pavilion – The Smashing Pumpkins w/ Noel Gallagher’s High Flying Birds & AFI @ 7pm ----------------------------------------------------------- #ruokclt #eveningmuse #godmodule #finiteautomata #absyntheoffaith #30yearsick #themilestoneclub #theworldfamousmilestone #ramondahammer #bigwavesmallwave #thesurrounder #snugharbor #mercurydimes #erinfox #thecockerspaniels #crownstationclt #charlottemusicscene #charlottemusic #localmusic #supportyourlocalartists #supportindependentartists #reportingfrom20xx #rf20xx (at Charlotte, North Carolina) https://www.instagram.com/p/B1YvUTWJadi/?igshid=f2gwhey8dotb

[smartcherryposts]

Complement Of Finite Automata

Complement Of Finite Automata Means The Finite Automata Which Is Obtained By Interchanging Final And Non-Final States Is Known As Complement Of Finite Automata.

In This Concept, I'll Change Final States To Non-Final To Final State And Final To Non-Final State. By Doing This The Language Changes. M-Automata(DFA) L-Language M Supports L Language   The String Which Comes In Language L Are Accepted By Machine M L⊆Σ* L Belongs To Sigma Star Σ* Means Universal Set Of Strings(All The Strings) L⊆Σ* Means The Strings Which Are Accepted By Language Comes Under 'L' Not All Strings Comes Under 'L'   M→L⊆Σ* Means Machine M Accepts Strings Which Are Belongs To 'L' And L Is The Language(Set Of Strings) Which Are Subset Of Universal Set Of Strings i.e Σ* (Sigma Star)

Then What Is Complement Of Finite Automata?

If I Give Complement For Machine 'M' That Becomes M1 M1→L1= Σ*- L M1 Is The Machine Which Accepts The Language L1 L1= Σ*- L   This Machine M1 Accepts The Language L1 And L1  Is Universal Set Of Strings Language. M→L⊆Σ* M1→L1= Σ*- L   I Hope You Understood The Difference Between Machine M And Machine M1 Example

Σ={a,b}

L=String Starts With 'a'

This Is (M) Machine Example.  

     2. Σ={a,b}

L=String Does Not Start With 'a'  

This Is M1 (Machine Complement) Example In M1 The Non-Final States Becomes Final State Including Dead State And Final States Becomes Non-Final State.   Cross-Check baa  

Remember

L(FA)∩l(FA1)=Φ L(FA)∪(FA1)=Σ* M→n states k final states M1→ n states n-k final states       Read the full article

[smartcherryposts]

Construct The Minimum Finite Automata That Accept All The Strings Of a & b Such That String Contains At least 2 a's & ηb|w|≅0mod3

Construct The Minimum Finite Automata That Accept All The Strings Of a & b Such That

i) String Contains At least 2 a's & ηb|w|≅0mod3

Solution:- (Check Previous Two Problems For Better Understanding) CONDITION GIVEN:- String Should Contain At least 2 a's And ηb|w|≅0mod3(Means No Of b's In String Is Approximately Equal To O Mod 3(If I Divide The No.Of b's With 3, I Should Get Remainder As 0)  

FINITE Automata 1:-

Σ={a,b} L={aa,aaa,aaaa,aaaaa....}

FINITE AUTOMATA 2:-

ηb|w|≅0mod3 Means No Of b's In String Is Approximately Equal To O Mod 3(If I Divide The No.Of b's With 3, I Should Get Remainder As 0

Possible Remainders For 3 Are 0,1,2   Mean If I Divide No. Of b's In A String With 3 I Should Get Remainder As 0   Imagine-{b,bbb,babbab,bbabbbbba....} If No Of b's Are '0' In A String And If I Divide 3 With 0 I'll Get Remainder '0'   0 Is Divisible By 3 0 Means ε Means L={ε,1,2,3}={ε,b,bb,bbbb...}

CROSS PRODUCT FINITE AUTOMATA 1 × FINITE AUTOMATA 2 => {(q0,q3),(q0,q4),(q0,q5), (q1,q3),(q1,q4),(q1,q5), (q2,q3),(q2,q4),(q2,q5)}  

FINITE AUTOMATA

FINAL STATE Is q2,q3  Because Two Conditions Should Satisfy. CROSS CHECK babab // aa,bbb Read the full article

[smartcherryposts]

Construct The Minimal Finite Automata That Accept All The String Of a & b Such That There Is Even No. Of a And Even Number Of b

Construct The Minimal Finite Automata That Accept All The String Of a & b Such That i) There Is Even No. Of a And Even Number Of b   Solution:- Question Is Final Automata Should Contain Even Number Of 'a's And Even Number Of 'b's Even Numbers Are 0,2,4,6,8,.....  

CREATE TWO SEPARATE AUTOMATAS WITH GIVEN TWO CONDITIONS

Finite Automata 1:- Even Number Of 'a's Σ={a,b}

q0 Is My Initial And Final State Because Of ε q0 Goes To q1 And q1 Goes To q0(aa) I Dont Bother About Number Of b's On q0q1 Finite Automata 2:- Even Number Of b's(ε,bb,bbbb,bbbbbb....)

I Have Drawn Finite Automata 2 Using The Same Procedure Used In Finite Automata 1.   Now Cross Product (Or) Cross Multiplication Finite Automata 1 × Finite Automata 2

=> {(q0,q2),(q0,q3) (q1,q2),(q1,q3)}  NOS - 4   Now DRAW FINAL DFA Using These States By Observing Finite Automata 1 And Finite Automata 2

Final State Will Be The Combination Of Finite Automata 1 And Finite Automata 2 Only. Because The Condition Given Is Two Conditions Should Be Satisfied. No Of Even 'a's And No. Of Even b's In A String.   Cross Check abaaba

Check Previous Problem For Better Understanding     Read the full article

[smartcherryposts]

Construct The Minimal Finite Automata That Accepts All Base 8 Numbers Which Are Divisible By '6'

Construct The Minimal Finite Automata That Accepts All Base 8 Numbers Which Are Divisible By '6' (Binary Means Base 2, i.e Σ(0,1) Input Symbols Will Be 2 Only 0 & 1) (Integer Means Base 10,i.e (0,1,2,3,4,5,6,7,8,9) Input Symbols Will Be 10 Only 0&1&2&3&4&5&6&7&8&9)   Here Given Input Symbols Are Base '8', It Means OCTAT. My Input Symbols Are Σ={0,1,2,3,4,5,6,7}   Example :- (22)8 = (2×81+2×80)10 =(16+2)10 =(18)   After Conversion Into Decimal (22)8 Is Divisible By '6' Possible Remainders For '6'

Question Is Divisible By '6' Means Remainder Should Be '0' For '0' We Gave 'q0'As State ,  'q0' Is Final State.  

q1= q4 q2=q5   q1& q4 Are Same, I'll Merge Both. q1= q4 q2 & q5  Are Same, I'll Merge Both. q2=q5  

No Commons States In This Table. MAKE DFA USING THIS TABLE.

DFA Is Ready. Now Take Any Number Which Has Base 8, Which Is Divisible By '6' Example:- (22)8 If I Give '2' To 'q0' , I'll Go To 'q2' If I Give '2' To 'q2', I'll Go To 'q0'(Final State) Hence Satisfied.   TYPES OF PROBLEMS WE SOLVED TILL NOW. BINARY(INPUT SYMBOL) - (0,1) INTEGER (INPUT SYMBOL) - (0,9) BASE 8, OCTAT (INPUT SYMBOL) - (0-7) Read the full article