jaia's profile - overview

● Editor   × 1

• Linear Transformation Matrix is Transposed

● Famous Question   × 10

• Embedding R graphics device in Sage notebook
• Linear Transformation Matrix is Transposed
• Function for 1-D plotting
• Solving delay-differential equations
• Comparing Sage and Mathematica for an Introductory Course
• Can't Install R Packages in Sage
• Interacts not working in IPython notebook
• Making a graphics array with different numbers of plots in each row
• Making an array of animations
• Converting Octave vector to Sage list

● Nice Question   × 3

• Using Seaborn Graphing in Sagemath
• Embedding R graphics device in Sage notebook
• SageMathCloud Clickable Interact Doesn't Work

● Notable Question   × 13

• Plotting Grid Graph
• Linear Transformation Matrix is Transposed
• Function for 1-D plotting
• Embedding R graphics device in Sage notebook
• Solving delay-differential equations
• Comparing Sage and Mathematica for an Introductory Course
• Can't Install R Packages in Sage
• Converting Octave vector to Sage list
• Making a graphics array with different numbers of plots in each row
• Making an array of animations
• Interacts not working in IPython notebook
• SageMathCloud Clickable Interact Doesn't Work
• Using layout option with auto_update=false

● Popular Question   × 13

• Embedding R graphics device in Sage notebook
• Linear Transformation Matrix is Transposed
• Function for 1-D plotting
• Making a graphics array with different numbers of plots in each row
• Solving delay-differential equations
• Comparing Sage and Mathematica for an Introductory Course
• Making an array of animations
• Can't Install R Packages in Sage
• Converting Octave vector to Sage list
• Interacts not working in IPython notebook
• SageMathCloud Clickable Interact Doesn't Work
• Using layout option with auto_update=false
• Plotting Grid Graph

● Taxonomist   × 1

● Supporter   × 1

• Comparing Sage and Mathematica for an Introductory Course

● Student   × 1

• Making an array of animations

● Teacher   × 1

• Particle Systems. Is SAGE suited to assign physical properties to point particles (eg attraction/repulsion formula) distributed in 3d visible space and simulate dynamic relocation? Any tips on best approach?

● Scholar   × 1

• Using layout option with auto_update=false

● Commentator   × 1

• Embedding R graphics device in Sage notebook

● Organizer   × 1

• Plot disappears in interactive