Richard_L's profile - overview

● Nice Answer   × 3

• Sage on Jupyter - socket error
• Should I always use .expand() before using .coefficient()?
• Behavior of symbolic_sum changed?

● Self-Learner   × 2

• Sage on Jupyter - socket error
• Is it possible to default to real field?

● Good Answer   × 1

• Sage on Jupyter - socket error

● Notable Question   × 10

• Coefficients of partial derivatives
• Sage on Jupyter - socket error
• Define function over symbolic ring
• How can I invert matrix of matrices
• Why can one not factor 0?
• Symbolic vector field
• Computing Riemann connection fails in Maxima
• Better implementation for Laplace-Beltrami operator
• How to set a metric tensor inverse?
• Misusing sage.manifolds?

● Good Question   × 2

• Better implementation for Laplace-Beltrami operator
• Is it possible to default to real field?

● Commentator   × 1

• Why are precompiled versions faster than those built from source code?

● Editor   × 1

• SageManifold example broken in SageMath 7.3

● Supporter   × 1

• Computing Riemann connection fails in Maxima

● Teacher   × 1

• Behavior of symbolic_sum changed?

● Popular Question   × 11

• Computing Riemann connection fails in Maxima
• Coefficients of partial derivatives
• Better implementation for Laplace-Beltrami operator
• Sage on Jupyter - socket error
• How can I invert matrix of matrices
• Define function over symbolic ring
• Misusing sage.manifolds?
• Why can one not factor 0?
• Symbolic vector field
• How to set a metric tensor inverse?
• Covariant derivative

● Organizer   × 1

• Computing Riemann connection fails in Maxima

● Student   × 1

• Symbolic vector field

● Nice Question   × 5

• Sage on Jupyter - socket error
• How can I invert matrix of matrices
• Is it possible to default to real field?
• Better implementation for Laplace-Beltrami operator
• Computing Riemann connection fails in Maxima

● Scholar   × 1

• Computing Riemann connection fails in Maxima

● Famous Question   × 4

• Define function over symbolic ring
• How can I invert matrix of matrices
• Coefficients of partial derivatives
• Why can one not factor 0?