Questions - ASKSAGE: Sage Q&A Forum

302

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2

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1 year ago rburing

sol = solve([x^2+y^2+z^2==2, x^3+y^3+z^3==2,x^4+y^4+z^4==2], x,y,z)

1k

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2

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4 years ago tmonteil

Algebraic to symbolic expression

766

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2

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2

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7 years ago dimahphone

Matrix Group over Symbolic Ring

329

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2

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no

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1 year ago geroyx

Expand cos(2*pi/n) for n=5, 17, 257, 65537 to Radicals (Fermat prime numbers)

985

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2

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3

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4 years ago Florentin Jaffredo

Simplification Methods Survey

simplification

2k

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2

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no

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7 years ago eric_g

simplifying expression

837

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1

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4 years ago slelievre

Beginner question: How to get y value given x in an equation?

solve

821

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2

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4 years ago dan_fulea

Simplify expression with root

392

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0 years ago Emmanuel Charpentier

Canonicalize radical not simplifying expression

805

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3

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no

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7 years ago dan_fulea

Sage not returning roots of polynomimal

polynomial

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3

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11 years ago kcrisman

simplification errors in simple expressions

824

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3

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4 years ago dan_fulea

Sage fails to recognize `1 + (1/2 + i*sqrt(3)/2)^3` is zero

779

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3

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1

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9 years ago mforets

Factoring expression involving exponentials

3k

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3

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4

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8 years ago tmonteil

General power of a matrix?

confirmed_issue

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3

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7 years ago dan_fulea

Factoring polynomials with symbolic expressions

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3

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7 years ago eric_g

Can this fraction be simplified ?

929

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3

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2

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7 years ago florin

107 questions

sol = solve([x^2+y^2+z^2==2, x^3+y^3+z^3==2,x^4+y^4+z^4==2], x,y,z)

Algebraic to symbolic expression

Matrix Group over Symbolic Ring

Expand cos(2*pi/n) for n=5, 17, 257, 65537 to Radicals (Fermat prime numbers)

Simplification Methods Survey

simplifying expression

Beginner question: How to get y value given x in an equation?

Simplify expression with root

Canonicalize radical not simplifying expression

Sage not returning roots of polynomimal

simplification errors in simple expressions

Sage fails to recognize `1 + (1/2 + i*sqrt(3)/2)^3` is zero

Factoring expression involving exponentials

General power of a matrix?

Factoring polynomials with symbolic expressions

Can this fraction be simplified ?

"partial_fraction_decomposition" with possibly "complex roots", again

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