Top Tweets for #abstractAlgebra

3 days ago

🧮 What is a field in abstract algebra? A clear introduction to the definition of a field and the axioms that govern addition and multiplication. ➕✖️ 🔗 https://t.co/dnc5p9R9Ag #AbstractAlgebra #Mathematics #Algebra

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3 days ago

💍 What is a ring in abstract algebra? A clear introduction to the definition of a ring, the key axioms it must satisfy, and how the structure is built from addition and multiplication. ➕✖️ 🔗 https://t.co/N29M3ZBwza #AbstractAlgebra #Mathematics #Algebra

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Indian Institute of Space Science and Technology @IIST_Trivandrum

12 days ago

➕ Why do the complex numbers form an abelian group under addition? Starting from (a, b) + (c, d) = (a + c, b + d), we check closure, associativity, identity, inverses and commutativity. 🧩 https://t.co/mceCOIo06X #ComplexNumbers #GroupTheory #AbstractAlgebra

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Douglas Youvan

@DouglasYouvan

about 2 months ago

A new Kindle book on Amazon. #AI #AbstractAlgebra

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5 months ago

𝐘𝐨𝐮𝐧𝐠 𝐓𝐚𝐥𝐞𝐧𝐭 𝐍𝐮𝐫𝐭𝐮𝐫𝐞 - 𝟐𝟎𝟐𝟔 #mathematics #mathsforcollege #iistprogrammes #abstractalgebra #analysisandmetrics #algebra #complexanalysis #machinelearning #differentialequations

IIST_Trivandrum's tweet photo. 𝐘𝐨𝐮𝐧𝐠 𝐓𝐚𝐥𝐞𝐧𝐭 𝐍𝐮𝐫𝐭𝐮𝐫𝐞 - 𝟐𝟎𝟐𝟔

#mathematics #mathsforcollege #iistprogrammes #abstractalgebra #analysisandmetrics #algebra #complexanalysis #machinelearning #differentialequations https://t.co/ZoAjrA4vb5

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Muskan Singh @iammuskanns

6 months ago

Some structures in mathematics feel almost… cosmic. Sometimes the deepest patterns in computation… start with simple modular arithmetic. #Math #AbstractAlgebra #GroupTheory #AI #Computing

iammuskanns's tweet photo. Some structures in mathematics feel almost… cosmic.

Sometimes the deepest patterns in computation… start with simple modular arithmetic.

#Math #AbstractAlgebra #GroupTheory #AI #Computing https://t.co/FTJTXTNcWm

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Paul Chavez @aztecsungod

6 months ago

Happy birthday Emmy Noether (March 23, 1882) 🎂 She gave us Noether's theorem on symmetry and conservation and essentially invented modern abstract algebra. I am grateful and inspired by her contributions. #EmmyNoether #Math #AbstractAlgebra #WomenInScience #NoetherTheorem

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6 months ago

Construction of the symmetry group D3. All rotations and reflections of an equilateral triangle in one picture. #Mathematics #AbstractAlgebra #GroupTheory #Geometry

MathCrypt21's tweet photo. Construction of the symmetry group D3.

All rotations and reflections of an equilateral triangle in one picture.

#Mathematics #AbstractAlgebra #GroupTheory #Geometry https://t.co/DVTC8vgQPl

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7 months ago

Modular Maps : We know injectivity of T(x)=ax over Zn depends on one arithmetic condition. Now test it: Is T(x)=5x over Z6 one-one? #Mathematics #AbstractAlgebra #NumberTheory #Algebra #MathEducation #Cryptography #Cryptology #MathLearn #STEM #STEMeducation

MathCrypt21's tweet photo. Modular Maps :

We know injectivity of
T(x)=ax over Zn depends on one arithmetic condition.

Now test it:
Is
T(x)=5x over Z6 one-one?

#Mathematics #AbstractAlgebra #NumberTheory #Algebra #MathEducation #Cryptography #Cryptology #MathLearn #STEM #STEMeducation https://t.co/Zq3e6BszqY

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7 months ago

A simple map T (x) = 4x over Z12, is it one-one? #Mathematics #AbstractAlgebra #NumberTheory #DiscreteMath #Math #STEM #STEMEducation #MathChallenge #LearnMath

MathCrypt21's tweet photo. A simple map T (x) = 4x over Z12,
is it one-one?

#Mathematics #AbstractAlgebra #NumberTheory #DiscreteMath #Math #STEM #STEMEducation #MathChallenge #LearnMath https://t.co/mNmzOdmm2D

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7 months ago

The architecture of number systems shapes higher Mathematics from simplicty to complexity. #Mathematics #SetTheory #NumberTheory #MathEducation #STEM #NumberSystem #AbstractAlgebra

MathCrypt21's tweet photo. The architecture of number systems shapes higher Mathematics from simplicty to complexity.

#Mathematics #SetTheory #NumberTheory #MathEducation #STEM #NumberSystem #AbstractAlgebra https://t.co/IjR4yW1guP

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Ankita Singh

@annkkitaaa

9 months ago

ECC works inside a group. Group rules: • you can add points • you can repeat addition • reversing is infeasible This structure enables one-way math. #AbstractAlgebra #CryptoExplained #ECC

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9 months ago

Maximal radius of rotated triangle #Rotation #Geometry #GeometricTransformation #AbstractAlgebra #Circumcircle

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Mathematics Proofs: GCSE & A-Level @mathsproofs

about 1 year ago

IMC 2010 - Problem 4 #Function #AbstractAlgebra #Quadratics #SetTheory #NumberTheoryUnsolved #NumberTheory

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about 1 year ago

Modular arithmetic: Partitions notes. #abstractalgebra

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about 1 year ago

Visualising university mathematics: Cosets of the subgroup 3Z in Z. Tip: If you can't understand a larger problem, break it down into a smaller problem. Perform smaller simulations. This is the secret to clarity in maths. #abstractalgebra #laraalcock #modulararithmetic

tiago_hands's tweet photo. Visualising university mathematics: Cosets of the subgroup 3Z in Z.

Tip: If you can't understand a larger problem, break it down into a smaller problem. Perform smaller simulations. This is the secret to clarity in maths.

#abstractalgebra #laraalcock #modulararithmetic https://t.co/YZqPlHn8FA

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almost 2 years ago

My tour de force: P(x,y,z) isn't a square #Algebra #Polynomial #Function #AbstractAlgebra #NumberTheory #Polynomials

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almost 2 years ago

Sum-free multiplicative group mod p can be arbitrarily large #GroupTheory #AbstractAlgebra #ModularArithmetic #Algebra #Polynomial #NumberTheory

geoclidean's tweet photo. Sum-free multiplicative group mod p can be arbitrarily large
#GroupTheory #AbstractAlgebra #ModularArithmetic #Algebra #Polynomial #NumberTheory https://t.co/LUZgw0aBAA

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