Noncommutative algebra in Mathematica using Quantum
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Uploaded by QuantumMathematica on Jan 11, 2010
http://homepage.cem.itesm.mx/lgomez/quantum/
Calculations in noncommutative operator and commutator algebra can be easily performed in Mathematica using the free Quantum add-on. Commutator can be used symbolically, or they can have a definite value.
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Thank you so much for this package!!
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Sadly I am no good at maths and this is beyond me. Do you find symmetry in your mathematics?
nickharvey7 2 years ago
Yes As you know, symmetry and the lack of symmetry (or broken symmetry) are very important in Physics. In everyday multiplications a*b is the same as b*a (symmetry!), as in 3*4=12 and 4*3=12, that is, a rectangle of 3 rows and 4 columns has the same amount of squares (12) as a another of 4 rows and 3 columns. There are other types of "multiplications", used in Quantum Physics, where this is not true, the symmetry is broken and a*b is not equal to b*a. More on this later. Thank you
QuantumMathematica 2 years ago