Pages that link to "Item:Q1355355"
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The following pages link to New efficient programs to calculate general recoupling coefficients. I: Generation of a summation formula (Q1355355):
Displaying 12 items.
- The analytical scheme calculator for angular momentum coupling and recoupling coefficients (Q709821) (← links)
- On the reduction of Yutsis graphs (Q878649) (← links)
- Automated angular momentum recoupling algebra (Q1186204) (← links)
- Calculation of general recoupling coefficients using graphical methods (Q1292610) (← links)
- Accurate computation of individual and tables of \(3\)-\(j\) and \(6\)-\(j\) symbols (Q1299673) (← links)
- New efficient programs to calculate general recoupling coefficients. II: Evaluation of a summation formula (Q1359855) (← links)
- Realizations of coupled vectors in the tensor product of representations of \(\mathfrak{su}(1,1)\) and \(\mathfrak{su}(2)\) (Q1414340) (← links)
- Unified approach for exact calculation of angular momentum coupling and recoupling coefficients (Q1808008) (← links)
- A new Fortran program for the 9-\(j\) angular momentum coefficient (Q1894959) (← links)
- On bounds for the rotation distance between binary coupling trees (Q2741329) (← links)
- 3<i>nj</i>-coefficients of su(1,1) as connection coefficients between orthogonal polynomials in n variables (Q4832694) (← links)
- A program for simplifying summation of Wigner \(3j\)-symbols (Q6104194) (← links)
