Every finite integral domain is field/L9/rings integral domain field in modern abstract algebra

[@n2bar712]

Sir aapko kooti kooti naman sir Thank you sir Aapki teaching dimaag m chaap jaati h sir.

[@VinayMaurya-Vm07]

Sir mai kisi topic ya theorem ko jaab KZbin par search karta hu aur aapka video mil jaye to maan kahta hai "chalo ye to ek samajh me aaya" Love you sir ❤❤ you're a great teacher for higher mathematics.

[@HDMATHEMATICSBYHDSIR]

Welcome

[@sidrakarim-i2y]

Thanks a lot air g❤❤

[@anushkasaini5672]

Apke video se bahut achcha clear hota hai sir thank you for ring theory

[@HDMATHEMATICSBYHDSIR]

Thank you very much

[@prasantkumarjena924]

You are fabulous sir...I became a teacher after learning from your classes.Sir lots and lots of thanks for your dedication and devotion.Exactly I have no words to show my gratitude towards you.

[@HDMATHEMATICSBYHDSIR]

All the best

[@icc1280]

Sb jgh dekha pr jo smz yha aya wo khi ni aya great sir 🙏🙏🙏🙏

[@gopalkrishnashukla2560]

Sir aap great hi Mai निशब्द हु aapke प्रयास के लिए Thanks sir

[@HDMATHEMATICSBYHDSIR]

Welcome

[@emankhan8118]

No one could explain it better than you 👌 Thank you so much 💫

[@deeptigupta7551]

I like your way of teaching and song sir you are perfect in every topic sir grt

[@HDMATHEMATICSBYHDSIR]

Thank you

[@sirjee3638]

🙏🙏🙏🙏🙏🙏🙏..... Thanks a lot for your Videos Sir ji...

[@devilgaming3110]

Sir u are amazing ... And your explanation. Is best

[@userzcxtgc7129]

If Integral Domain is not Finite then What will happen?? Please reply

[@userzcxtgc7129]

Sir, Please Respond

[@lucasolimpio4443]

thank you for the explanation. Please teacher, could you help me with this following exercise? show that Z[ √ 5] ≃ Z[X]/(x^2 − 5) not is a field

[@RohitKumar-hm7xr]

Best teacher 🌹👌👌

[@abdulwahidhashmi7771]

Thank you sir You are the best teacher

[@ANIKETBISHT-o7s]

sir d desh me one ayega iska kya proof hai kyunki sir product me har element aye iski kya garenti hai

[@abirshihab6428]

Thank you so much sir

[@wishuhindi6876]

Very good sir sir kya ye msc previous ka chepter ha

[@HDMATHEMATICSBYHDSIR]

Yes go to playlist

[@sachinkumar-ko5mm]

Amazing explanation guru ji

[@nirupamsur5703]

In the proof of All elements are different, how can you use left cancellation law? in left cancellation law we first multiply a with a^-1, but here we dont have a^-1 we have to show that a^-1 exist , so how can you use a^-1 in previous ??

[@adokeystar4440]

Sir ring theory kalya app konse books follow krta ha sir

[@OpPhilo03]

23:30 Sir, to fir Alag se D' set banane ki Kaya jaroorat thi? a.x to always D me hi belong karenge aur kabhi na kabhi a.x=1 ho jayega. Sorry sir par yaha par mujhe Doubt hai. Apana doubt ham kaha poonch skate hai?

[@PrajjwalRathore-qz3xo]

Simpla bro D me ek element 0 hai but D' me element 0 nahi hai isliye D' banaya or isme D se kam element honge (n-1) element

[@ravinsaharan191]

question arise here D' is not abelian group(+) so it is not integral domain please explain me sir if i am wrong

[@AKS3019]

D is Commutative i.e. (1) C.P (2) A.P (3) Identity (4) Inverse (5) Commutative Then it is Group And if Group is commutative Then it is an Abelian 🎉

[@ayushkumarsingh2537]

Yes, D' is not an abelian group because it hasn't contain additive identity(0). But we need not to prove that D' is an abelian group. Because our original set is D and we have to prove that D is a field.

[@ajitkumarbehera4811]

Really 👌👌👌

[@NO_Copyright_Shorys]

Sir mechanics and fluid dynamics ke lectures banao

[@anshikayadav2561]

Sir aap ko agr time lge tho please bsc 2nd year ki static mai virtual work pda dijeyai please sir

[@HDMATHEMATICSBYHDSIR]

Ok definitely

[@AbdulWahid-ix4tm]

Thank you very much

[@HDMATHEMATICSBYHDSIR]

Welcome

[@debdulaldas4879]

❤

[@khushipandita4034]

Thank you sir please continue ring theory this is most important to me sir you are legend sir

[@HDMATHEMATICSBYHDSIR]

Welcome

[@engineerbhai.gceian]

Fourier series padha dijiye sir..

[@HDMATHEMATICSBYHDSIR]

Ok please wait

[@sumitkumarchandan6713]

🙏🙏

[@shashank_kishore_]

❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤

[@theunstoppable6890]

Sir kindly upload videos of reduction to canonical form

[@HDMATHEMATICSBYHDSIR]

Ok very soon

[@drniharikarathod6423]

Thank you so much sir ji

[@sheeladevi-hz6vn]

❤