Modern Algebra || Ring Theory || Lecture-39 || Unique Factorisation Domain || By Mr. Parveen Kumar
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- Опубліковано 18 чер 2021
- This is the 39th Lecture of Ring Theory. In this video we discuss the concept of Unique Factorisation Domain it's the definition and Some Examples of Ring Structure that form Unique Factorisation Domain and Some Important Results are also discussed based on this topic. So Watch the Complete video and like, share, and subscribe to our channel to prepare for CSIR NET & GATE and all competitive Exams.
#UniqueFactorisationDomain #RingThoery #UFD
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Pid implies ufd how not pid imply not ufd....we have z[x] is not pid but ufd
Master of wisdom ###
Sir 6 irreducible element kasa Z m
6=2.3 ......2.3 k unit nhi hota z m
Sir very good
U r the best
Thank you so much for your appreciation 😊.........🙏🙏🙏
PID implies ufd but converse is not true for example z[x] is ufd but not PID so how you say Q[x,y] is not PID implies not ufd
Good effort
Thank you so much 😀
At 26.15, u said Z[sqrt(-d)] is not UFD for d>2. IS d a square free integer?
Perfect lecture
Sir thoda example karuw dye to bht accha hoga
Thank thank you so much professor..
Welcome Mr. Ajay 🙏
U r a king of Ring theory. Very impressive lesson.thank u sir
It's my pleasure... thank you so much
SIR, which is true?
i) ED is proper subset of PID
ii)PID is proper subset of ED
30 is not equal to -2 . -3.-5 but you write it ?
Thanku professor for being so helpful. Lots of blessings and good wishes for you dear sir
Your Most Welcome Dear 🎊🎊💐
Sir iss ka baad
Real Analysis start karo
No one give complete it
I Try My Best ...........😊😊😊
Sir example mein 21 and 15 kaise le rehein hai
thanks a lot sir
thank you so much sir you have provided very good content for us sir❤
Your Most Welcome Dear.. please share with you friends also
sure sir
Love your lectures
Thank you So Much Dear .....for this Love and Support...
Very nice bhaiya ji
Thank you Brother