To reward it if I actually put the effort in to help my brain really associate awards with studying. Why not overthink studying this time? Put some serious thought into it, you know. I want to become addicted to something productive for a change. #math #algebra #mathemathics

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My 9yo daughter is 55% through Algebra I.

She has completed high school physics and is 76% through high school chemistry.

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Standing Algebra Σᴿ : A Solution to AI Violating Human Autonomy Standing Algebra (Σᴿ) introduces a many‑sorted, first‑order algebraic framework for constraining state updates in multi‑agent systems so that autonomy, non‑domination, and standing symmetry are preser...

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Kiselev's Algebra, Part I — A Complete English Translation The legendary Russian mathematics textbook, translated for the first time in its complete and unabridged form (preorder — early access)The most successful algebra textbook in history — now in English for the first time.In 1888, Russian schoolteacher A.P. Kiselev published Elementary Algebra. It became the standard in Russian schools — and stayed there for over 60 years. In 1938, after revision by the methodist A.N. Barsukov, it was officially approved as the sole algebra textbook for grades 6–10 across the entire Soviet Union.Governments changed. The math didn't. It was too good to replace.Millions of students learned algebra from this book. It trained generations of the strongest mathematical thinkers of the 20th century — the same system that produced Kolmogorov, Gelfand, and Perelman. Yet it has never been properly translated into English — until now.Why Kiselev, not another textbook?Most modern algebra textbooks teach procedures. Kiselev teaches understanding.Every concept builds on the previous one with zero hand-waving. Every rule is derived, not dictated. Every definition is precise. Even in elementary algebra, Kiselev includes proofs and derivations — because understanding why something works is more powerful than memorising that it works.The structure: define → derive → apply → practise.Modern textbooks skip the "derive" step. That's where the understanding lives.What's inside126 sections across 6 chapters: Preliminary Concepts — Use of letters, algebraic expressions, operations, signs, order of operations, brackets. The properties of addition, subtraction, multiplication, and division — all stated as laws and proved from first principles. Relative Numbers and Operations — Positive and negative numbers introduced through real-world problems (temperature, profit/loss, direction). Addition, subtraction, multiplication, and division of signed numbers — each operation derived from definitions with rigorous sign rules. Monomials, Polynomials, and Algebraic Fractions — Addition, subtraction, multiplication, and division of algebraic expressions. Factorisation. The square and cube of a sum and difference. Algebraic fractions treated with the same rigour as arithmetic fractions. First-Degree Equations — Properties of equalities. Equations with one, two, and three unknowns. Systems of equations solved by substitution and algebraic addition. Special cases and literal equations. Extraction of Square Roots — Arithmetic and algebraic roots. Square roots of integers and fractions. Approximate roots to arbitrary precision. Quadratic Equations — Normal form. Complete and incomplete quadratics. The quadratic formula derived, not memorised. Discriminant analysis and number of roots. Plus a complete answer key to all exercises.Who this is for Parents who want their children to actually understand algebra — not just pass tests Homeschooling families looking for a rigorous, structured curriculum Math teachers tired of textbooks that teach tricks instead of thinking Adults rebuilding their mathematical foundations properly Anyone who believes math education should be about understanding, not memorisation About this editionThis is a faithful English translation of the definitive Kiselev Algebra Part I textbook.Professional LaTeX typeset PDF. Print editions (paperback and hardcover) will follow on Amazon KDP.This is an early-access preorder. You get the completed chapters now, and every subsequent chapter as it's completed. One purchase, full book included.Translated by Valery Manokhin (PhD in Machine Learning, Royal Holloway, University of London; MBA, Warwick; MSc, UCL; CQF).The numbers Published: 1888 Sole official Soviet algebra textbook: 1938–1950s Students educated: Tens of Millions Properly translated into English: Never — until this edition Sections: 126 across 6 chapters Coverage: Preliminary concepts through quadratic equations

If you believe algebra should be understood, not memorised — this is the book.
Algebra Part I (available now): valeman.gumroad.com/...
Algebra Part II (pre-order): valeman.gumroad.com/...

#MathEducation #Algebra #Kiselev #RussianMathematics #SelfLearning

Why Eighth-Grade Algebra Access Matters Algebra in eighth grade is more than just another math class—it’s a gateway.

A recent study shows that access to eight-grade algebra is far from equal. Many students never get the chance to take this important course before high school, even when they’re ready.

#EduSky #K12 #Math #Algebra

Algebra challenge: two functions satisfy these relations. Can you determine f(x) and g(x)? A bit of substitution might reveal the pattern.

Share your answer in the comments 👇

#Math #Algebra #MathPuzzle #STEM

Kiselev's Algebra, Part I — A Complete English Translation The legendary Russian mathematics textbook, translated for the first time in its complete and unabridged form (preorder — early access)The most successful algebra textbook in history — now in English for the first time.In 1888, Russian schoolteacher A.P. Kiselev published Elementary Algebra. It became the standard in Russian schools — and stayed there for over 60 years. In 1938, after revision by the methodist A.N. Barsukov, it was officially approved as the sole algebra textbook for grades 6–10 across the entire Soviet Union.Governments changed. The math didn't. It was too good to replace.Millions of students learned algebra from this book. It trained generations of the strongest mathematical thinkers of the 20th century — the same system that produced Kolmogorov, Gelfand, and Perelman. Yet it has never been properly translated into English — until now.Why Kiselev, not another textbook?Most modern algebra textbooks teach procedures. Kiselev teaches understanding.Every concept builds on the previous one with zero hand-waving. Every rule is derived, not dictated. Every definition is precise. Even in elementary algebra, Kiselev includes proofs and derivations — because understanding why something works is more powerful than memorising that it works.The structure: define → derive → apply → practise.Modern textbooks skip the "derive" step. That's where the understanding lives.What's inside126 sections across 6 chapters: Preliminary Concepts — Use of letters, algebraic expressions, operations, signs, order of operations, brackets. The properties of addition, subtraction, multiplication, and division — all stated as laws and proved from first principles. Relative Numbers and Operations — Positive and negative numbers introduced through real-world problems (temperature, profit/loss, direction). Addition, subtraction, multiplication, and division of signed numbers — each operation derived from definitions with rigorous sign rules. Monomials, Polynomials, and Algebraic Fractions — Addition, subtraction, multiplication, and division of algebraic expressions. Factorisation. The square and cube of a sum and difference. Algebraic fractions treated with the same rigour as arithmetic fractions. First-Degree Equations — Properties of equalities. Equations with one, two, and three unknowns. Systems of equations solved by substitution and algebraic addition. Special cases and literal equations. Extraction of Square Roots — Arithmetic and algebraic roots. Square roots of integers and fractions. Approximate roots to arbitrary precision. Quadratic Equations — Normal form. Complete and incomplete quadratics. The quadratic formula derived, not memorised. Discriminant analysis and number of roots. Plus a complete answer key to all exercises.Who this is for Parents who want their children to actually understand algebra — not just pass tests Homeschooling families looking for a rigorous, structured curriculum Math teachers tired of textbooks that teach tricks instead of thinking Adults rebuilding their mathematical foundations properly Anyone who believes math education should be about understanding, not memorisation About this editionThis is a faithful English translation of the definitive Kiselev Algebra Part I textbook.Professional LaTeX typeset PDF. Print editions (paperback and hardcover) will follow on Amazon KDP.This is an early-access preorder. You get the completed chapters now, and every subsequent chapter as it's completed. One purchase, full book included.Translated by Valery Manokhin (PhD in Machine Learning, Royal Holloway, University of London; MBA, Warwick; MSc, UCL; CQF).The numbers Published: 1888 Sole official Soviet algebra textbook: 1938–1950s Students educated: Tens of Millions Properly translated into English: Never — until this edition Sections: 126 across 6 chapters Coverage: Preliminary concepts through quadratic equations

This is the second title in the Russian Math Books series, following Kiselev's Arithmetic (already live on Amazon).
Early access on Gumroard

valeman.gumroad.com/...

#Mathematics #Algebra #MathematicsEducation #Homeschooling

Kiselev's Algebra, Part I — A Complete English Translation The legendary Russian mathematics textbook, translated for the first time in its complete and unabridged form (preorder — early access)The most successful algebra textbook in history — now in English for the first time.In 1888, Russian schoolteacher A.P. Kiselev published Elementary Algebra. It became the standard in Russian schools — and stayed there for over 60 years. In 1938, after revision by the methodist A.N. Barsukov, it was officially approved as the sole algebra textbook for grades 6–10 across the entire Soviet Union.Governments changed. The math didn't. It was too good to replace.Millions of students learned algebra from this book. It trained generations of the strongest mathematical thinkers of the 20th century — the same system that produced Kolmogorov, Gelfand, and Perelman. Yet it has never been properly translated into English — until now.Why Kiselev, not another textbook?Most modern algebra textbooks teach procedures. Kiselev teaches understanding.Every concept builds on the previous one with zero hand-waving. Every rule is derived, not dictated. Every definition is precise. Even in elementary algebra, Kiselev includes proofs and derivations — because understanding why something works is more powerful than memorising that it works.The structure: define → derive → apply → practise.Modern textbooks skip the "derive" step. That's where the understanding lives.What's inside126 sections across 6 chapters: Preliminary Concepts — Use of letters, algebraic expressions, operations, signs, order of operations, brackets. The properties of addition, subtraction, multiplication, and division — all stated as laws and proved from first principles. Relative Numbers and Operations — Positive and negative numbers introduced through real-world problems (temperature, profit/loss, direction). Addition, subtraction, multiplication, and division of signed numbers — each operation derived from definitions with rigorous sign rules. Monomials, Polynomials, and Algebraic Fractions — Addition, subtraction, multiplication, and division of algebraic expressions. Factorisation. The square and cube of a sum and difference. Algebraic fractions treated with the same rigour as arithmetic fractions. First-Degree Equations — Properties of equalities. Equations with one, two, and three unknowns. Systems of equations solved by substitution and algebraic addition. Special cases and literal equations. Extraction of Square Roots — Arithmetic and algebraic roots. Square roots of integers and fractions. Approximate roots to arbitrary precision. Quadratic Equations — Normal form. Complete and incomplete quadratics. The quadratic formula derived, not memorised. Discriminant analysis and number of roots. Plus a complete answer key to all exercises.Who this is for Parents who want their children to actually understand algebra — not just pass tests Homeschooling families looking for a rigorous, structured curriculum Math teachers tired of textbooks that teach tricks instead of thinking Adults rebuilding their mathematical foundations properly Anyone who believes math education should be about understanding, not memorisation About this editionThis is a faithful English translation of the definitive Kiselev Algebra Part I textbook.Professional LaTeX typeset PDF. Print editions (paperback and hardcover) will follow on Amazon KDP.This is an early-access preorder. You get the completed chapters now, and every subsequent chapter as it's completed. One purchase, full book included.Translated by Valery Manokhin (PhD in Machine Learning, Royal Holloway, University of London; MBA, Warwick; MSc, UCL; CQF).The numbers Published: 1888 Sole official Soviet algebra textbook: 1938–1950s Students educated: Tens of Millions Properly translated into English: Never — until this edition Sections: 126 across 6 chapters Coverage: Preliminary concepts through quadratic equations

This is the second title in the Russian Math Books series, following Kiselev's Arithmetic (already live on Amazon).
Early access on Gumroard

valeman.gumroad.com/...

#Mathematics #Algebra #MathematicsEducation #Homeschooling

Kiselev's Algebra, Part I — A Complete English Translation The legendary Russian mathematics textbook, translated for the first time in its complete and unabridged form (preorder — early access)The most successful algebra textbook in history — now in English for the first time.In 1888, Russian schoolteacher A.P. Kiselev published Elementary Algebra. It became the standard in Russian schools — and stayed there for over 60 years. In 1938, after revision by the methodist A.N. Barsukov, it was officially approved as the sole algebra textbook for grades 6–10 across the entire Soviet Union.Governments changed. The math didn't. It was too good to replace.Millions of students learned algebra from this book. It trained generations of the strongest mathematical thinkers of the 20th century — the same system that produced Kolmogorov, Gelfand, and Perelman. Yet it has never been properly translated into English — until now.Why Kiselev, not another textbook?Most modern algebra textbooks teach procedures. Kiselev teaches understanding.Every concept builds on the previous one with zero hand-waving. Every rule is derived, not dictated. Every definition is precise. Even in elementary algebra, Kiselev includes proofs and derivations — because understanding why something works is more powerful than memorising that it works.The structure: define → derive → apply → practise.Modern textbooks skip the "derive" step. That's where the understanding lives.What's inside126 sections across 6 chapters: Preliminary Concepts — Use of letters, algebraic expressions, operations, signs, order of operations, brackets. The properties of addition, subtraction, multiplication, and division — all stated as laws and proved from first principles. Relative Numbers and Operations — Positive and negative numbers introduced through real-world problems (temperature, profit/loss, direction). Addition, subtraction, multiplication, and division of signed numbers — each operation derived from definitions with rigorous sign rules. Monomials, Polynomials, and Algebraic Fractions — Addition, subtraction, multiplication, and division of algebraic expressions. Factorisation. The square and cube of a sum and difference. Algebraic fractions treated with the same rigour as arithmetic fractions. First-Degree Equations — Properties of equalities. Equations with one, two, and three unknowns. Systems of equations solved by substitution and algebraic addition. Special cases and literal equations. Extraction of Square Roots — Arithmetic and algebraic roots. Square roots of integers and fractions. Approximate roots to arbitrary precision. Quadratic Equations — Normal form. Complete and incomplete quadratics. The quadratic formula derived, not memorised. Discriminant analysis and number of roots. Plus a complete answer key to all exercises.Who this is for Parents who want their children to actually understand algebra — not just pass tests Homeschooling families looking for a rigorous, structured curriculum Math teachers tired of textbooks that teach tricks instead of thinking Adults rebuilding their mathematical foundations properly Anyone who believes math education should be about understanding, not memorisation About this editionThis is a faithful English translation of the definitive Kiselev Algebra Part I textbook.Professional LaTeX typeset PDF. Print editions (paperback and hardcover) will follow on Amazon KDP.This is an early-access preorder. You get the completed chapters now, and every subsequent chapter as it's completed. One purchase, full book included.Translated by Valery Manokhin (PhD in Machine Learning, Royal Holloway, University of London; MBA, Warwick; MSc, UCL; CQF).The numbers Published: 1888 Sole official Soviet algebra textbook: 1938–1950s Students educated: Tens of Millions Properly translated into English: Never — until this edition Sections: 126 across 6 chapters Coverage: Preliminary concepts through quadratic equations

This is the second title in the Russian Math Books series, following Kiselev's Arithmetic (already live on Amazon).
Early access on Gumroard

valeman.gumroad.com/...

#Mathematics #Algebra #MathematicsEducation #Homeschooling

O To The Power Of Zero Equals Rebellion

O To The Power Of Zero Equals Rebellion

#Mathematics #Algebra #Exponents #Zero #Variables

sciencehumor.io/math-memes/o-to-the-powe...

I checked a logarithm problem I gave my students on #chatGPT and it did the #algebra right. But that expression does not equal 1.94. 🧠

OpenAI's ChatGPT now uses interactive visuals to make math and science less intimidating Math class might finally feel a little less intimidating. OpenAI has rolled out a new upgrade to ChatGPT that introduces interactive visual explanations for math and science topics, replacing static f...

If math and science ever made you sweat, you’re not alone. OpenAI is adding interactive visuals to ChatGPT that may finally make those tricky equations a little easier to grasp. 😅 #OpenAI #ChatGPT #Math #Science #Algebra #Geometry

www.youtube.com/watch?v=9GGm...

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Video by @lisavalentinova12 Watch on Omni Video

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TEST BANK For Linear Algebra A Modern Introduction 5th Edition By David Poole
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www.hackedexams.com/item/123263/...

Original post on machteburch.social

RE: https://mathstodon.xyz/@zbMATH/116160822401206741

Grete Hermann also proved a doubly exponential degree bound on the coefficient polynomials when writing a polynomial as member of an ideal. People in the 1920s thought of this to be a 'first bound' that is far from the truth.

Only in the […]

Discriminants, Resultants, and Multidimensional Determinants (Modern Birkhà¤user Classics) by Izrail M. Gelfand (PDF)
Author: Izrail M. Gelfand
File Type: PDF
Download at sci-books.com/discriminant...
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Combinatorial Theory 2nd Edition by Marshall Hall (PDF)
Author: Marshall Hall
File Type: PDF
Download at sci-books.com/combinatoria...
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The Logarithmic Integral: Volume 2 (Cambridge Studies in Advanced Mathematics, Series Number 21) 1st Edition by Paul Koosis (PDF)
Author: Paul Koosis
File Type: PDF
Download at sci-books.com/the-logarith...
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A Comprehensive Introduction to Linear Algebra by Joel Broida (PDF)
Author: Joel Broida
File Type: PDF
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Twistor Geometry and Field Theory (Cambridge Monographs on Mathematical Physics) by R. S. Ward (PDF)
Author: R. S. Ward
File Type: PDF
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Elliptic Curves, Modular Forms and Cryptography: Proceedings of the Advanced Instructional Workshop on Algebraic Number Theory by Ashwani K. Bhandari (PDF)
Author: Ashwani K. Bhandari
File Type: PDF
Download at sci-books.com/elliptic-cur...
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