KittyL's profile - overview

● Popular Question   × 8

• How to compute syzygy module of an ideal in a quotient ring?
• Insert children of a specified node in a binary tree and retrieve all leaves of a binary tree.
• Computing square free part of a multivariate polynomial
• Find the kernel of a matrix $A$ and make it a matrix.
• Division algorithm in a polynomial ring with variable coefficients
• Solving polynomial equations with Groebner basis in $\mathbb{R}$
• Pass a list of variable names as parameter to a polynomial ring
• Remove a variable from a polynomial ring k(a,b)[x1,x2,x0] where a,b are parameters

● Supporter   × 1

• Pass a list of variable names as parameter to a polynomial ring

● Famous Question   × 6

• Pass a list of variable names as parameter to a polynomial ring
• Division algorithm in a polynomial ring with variable coefficients
• Solving polynomial equations with Groebner basis in $\mathbb{R}$
• Find the kernel of a matrix $A$ and make it a matrix.
• Computing square free part of a multivariate polynomial
• How to compute syzygy module of an ideal in a quotient ring?

● Editor   × 1

• Find the kernel of a matrix $A$ and make it a matrix.

● Student   × 1

• Solving polynomial equations with Groebner basis in $\mathbb{R}$

● Enthusiast   × 1

● Nice Question   × 2

• Solving polynomial equations with Groebner basis in $\mathbb{R}$
• Pass a list of variable names as parameter to a polynomial ring

● Organizer   × 1

• Pass a list of variable names as parameter to a polynomial ring

● Good Question   × 1

• Solving polynomial equations with Groebner basis in $\mathbb{R}$

● Scholar   × 1

• Solving polynomial equations with Groebner basis in $\mathbb{R}$

● Commentator   × 1

• Division algorithm in a polynomial ring with variable coefficients

● Notable Question   × 7

• How to compute syzygy module of an ideal in a quotient ring?
• Computing square free part of a multivariate polynomial
• Find the kernel of a matrix $A$ and make it a matrix.
• Solving polynomial equations with Groebner basis in $\mathbb{R}$
• Division algorithm in a polynomial ring with variable coefficients
• Pass a list of variable names as parameter to a polynomial ring
• Remove a variable from a polynomial ring k(a,b)[x1,x2,x0] where a,b are parameters