sagequstions's profile - overview

● Popular Question   × 12

• Obtaining all connected simply laced graphs with Sage for GAP
• Obtaining lattices quickly in SAGE
• Finding all simply laced Dynkin graphs with a given number of vertices up to isomorphism
• Incidence algebras in QPA via SAGE
• Obtaining all posets in a certain form with SAGE
• Output too long in SAGE
• How to obtain all finite connected distributive lattices with SAGE
• Polar decomposition of a matrix
• Obtaining a permutation associated to a matrix
• Finding certain posets in SAGE
• Bruhat decomposition of an invertible matrix
• Finding the centraliser algebra in Sage

● Famous Question   × 6

• Finding all simply laced Dynkin graphs with a given number of vertices up to isomorphism
• Obtaining all posets in a certain form with SAGE
• Incidence algebras in QPA via SAGE
• Obtaining all connected simply laced graphs with Sage for GAP
• Finding certain posets in SAGE
• How to obtain all finite connected distributive lattices with SAGE

● Commentator   × 1

• How to obtain all finite connected distributive lattices with SAGE

● Good Question   × 1

• Finding all simply laced Dynkin graphs with a given number of vertices up to isomorphism

● Student   × 1

• Obtaining all posets in a certain form with SAGE

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• Obtaining all posets in a certain form with SAGE

● Notable Question   × 8

• Incidence algebras in QPA via SAGE
• Finding all simply laced Dynkin graphs with a given number of vertices up to isomorphism
• How to obtain all finite connected distributive lattices with SAGE
• Obtaining all connected simply laced graphs with Sage for GAP
• Obtaining all posets in a certain form with SAGE
• Obtaining lattices quickly in SAGE
• Finding certain posets in SAGE
• Obtaining a permutation associated to a matrix

● Editor   × 1

• Obtaining all posets in a certain form with SAGE

● Nice Question   × 3

• Obtaining lattices quickly in SAGE
• Finding all simply laced Dynkin graphs with a given number of vertices up to isomorphism
• Polar decomposition of a matrix

● Scholar   × 1

• Obtaining all posets in a certain form with SAGE

● Enthusiast   × 1