Difference between revisions of "St product table.m"

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(Add See also section to function-description page)
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  [pt_left,pt_right]=st_product_table(nlevels)
 
  [pt_left,pt_right]=st_product_table(nlevels)
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==Arguments==
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nlevels - the number of energy levels in the system
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==Outputs==
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pt_left, pt_right - structure coefficients in the conventions:
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                    S{n}*S{m}=...+pt_left(n,m,k)*S{k}+...
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                    S{m}*S{n}=...+pt_right(n,m,k)*S{k}+...
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                    corresponding to the expansion of the left and
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                    right multiplicative action by S{n} on S{m}.
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                    Numbering translation between single and double
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                    indices is given by kq2lin.m and lin2kq.m
  
 
==See also==
 
==See also==
 
[[bos_product_table.m]], [[lin2kq.m]], [[kq2lin.m]], [[Kernel_utilities#State_space_indexing_and_manipulation|State space indexing and manipulation]]
 
[[bos_product_table.m]], [[lin2kq.m]], [[kq2lin.m]], [[Kernel_utilities#State_space_indexing_and_manipulation|State space indexing and manipulation]]

Revision as of 15:20, 5 June 2026


Structure coefficient tables for single transition operators.

Syntax

[pt_left,pt_right]=st_product_table(nlevels)


Arguments

nlevels - the number of energy levels in the system


Outputs

pt_left, pt_right - structure coefficients in the conventions:
                    S{n}*S{m}=...+pt_left(n,m,k)*S{k}+...
                    S{m}*S{n}=...+pt_right(n,m,k)*S{k}+...
                    corresponding to the expansion of the left and
                    right multiplicative action by S{n} on S{m}.
                    Numbering translation between single and double
                    indices is given by kq2lin.m and lin2kq.m

See also

bos_product_table.m, lin2kq.m, kq2lin.m, State space indexing and manipulation