arpit's profile - overview

● Nice Question   × 4

• Finding polynomial solutions that belong to an ideal
• a basis for quotient module/vector space
• parametric solution for a system of polynomial equations
• ideal membership and solution

● Famous Question   × 6

• polynomials with roots of unity as coefficients
• solution of a system of equations in algebraic closure of GF2
• a basis for quotient module/vector space
• parametric solution for a system of polynomial equations
• vector space basis for a quotient module
• issue with sagemath on windows 11

● Editor   × 1

• cokernel of a map between modules over polynomial rings

● Good Question   × 1

• a basis for quotient module/vector space

● Associate Editor   × 1

• vector space basis for a quotient module

● Notable Question   × 9

• ideal membership and solution
• vector space basis for a quotient module
• polynomials with roots of unity as coefficients
• a basis for quotient module/vector space
• parametric solution for a system of polynomial equations
• solution of a system of equations in algebraic closure of GF2
• issue with sagemath on windows 11
• cokernel of a map between modules over polynomial rings
• intersection of two free submodules

● Student   × 1

• cokernel of a map between modules over polynomial rings

● Enthusiast   × 1

● Scholar   × 1

• polynomials with roots of unity as coefficients

● Popular Question   × 10

• solution of a system of equations in algebraic closure of GF2
• ideal membership and solution
• cokernel of a map between modules over polynomial rings
• vector space basis for a quotient module
• polynomials with roots of unity as coefficients
• a basis for quotient module/vector space
• kernel of a matrix defined over polynomial rings
• parametric solution for a system of polynomial equations
• intersection of two free submodules
• issue with sagemath on windows 11

● Supporter   × 1

• polynomials with roots of unity as coefficients