factorization domain (FD)definition and examples, ring theory, Abstract algebra

[@priyeshverma9353]

Awesome sir

[@SajidsirMaths]

Thanks sir very easy explanation legend

[@Carl6483]

Sir, can you please tell me that how the elements in ⊂ℤ[x] look like ?

[@gaaraofddarkness]

Sir, respect to your efforts. I like your style of explaining.

[@ManzoorAhmad-ib2cc]

Bht bht badiya padatia hia ap sir

[@muzaffarnissar1978]

Sir u r really a great, salute to u and big opportunity for students like us who r not affording such costly tutions...... May God bestow u long life.... Once again salute to u for doing such a fruitful work ....

[@topiado2073]

Samajgeyi sir ty☺

[@Mathshubham]

Please tell basic book of complex analysis

[@Ribhyazclasezjhigher]

Churchil and brown

[@firdaus6579]

Goyal Gupta book

[@Tuniyatv]

6 reducible hai ki nhi confuse kar diya

[@sanghamitranag5476]

Sir please give the proof of z[x] is FD or not

[@dr.sandeepkulkarni459]

Thank you sir

[@topiado2073]

Sir ismay -&+4 hai tau z,+,. Mai fir kaisey?

[@shaswata07]

mast parhate ho aap sir. aap please Lebesgue integration par vi video banaiye

[@ghazalasaif9121]

Sir koi asi example jo factorization domain na ho

[@topiado2073]

Sir tau 6 ko kya irreducible haina neiye aapto aagey not irreducible bolatato or phir ye aagar irreducible hai tau iska matlab sabto intzer irreducible hai???

[@anmolbhanot5350]

Sir can you recommend book for studying this topic of factorisation theory in integral domains ?

[@Ribhyazclasezjhigher]

Joseph A gallian....

[@anmolbhanot5350]

Arvind Singh Yadav ,SR institute for Mathematics Thankyou Sir for your quick reply !

[@vaishaliyadav7677]

Sir can you please tell me what is Z2,Z5 etc??

[@vaishaliyadav7677]

Sir h.w. wala Z{X} f.d. hai ya ni please btaeye

[@jaybardhan8206]

Yes it is

[@poonamdhaka5656]

@@jaybardhan8206 Z[x] is not FD because because Z is not field ......and by the help of theorem if every Commutative Integral domain R with unity is field than it's also ED and PID......

[@gourishankarsahoo518]

Sir plz PID video

[@POOJASINGH-mr1vp]

Sir ek lecture extension field ka bhi upload kar dijiye plz

[@topiado2073]

Sir aap yaha integral domain mention ker k tau q zero include hai phir integer mai😴

[@liakr.]

Z(x) FD hoga kyo ki Z ED hai imply Z(x) is FD.

[@Ribhyazclasezjhigher]

Oh my God, you guys are still confused. Look z[x] is UFD because Z is UFD and hence it is FD , since every UFD is FD.ajit was somewhat close but Sandeep you are totally wrong......

[@d-series7672]

sir ko Namaskar of factorization theorem Par video Banaye

[@SandeepKumar-vc5fs]

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