138 lines
3.7 KiB
Groff
138 lines
3.7 KiB
Groff
.Dd $Mdocdate: June 12 2015 $
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.Dt meantools-convert 1.2
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.Os
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.Sh NAME
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.Nm meantools-convert
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.Nd Translate flow equations to various formats
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.Sh SYNOPSIS
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.Nm
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.Op Fl i Ar file
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.Sy C
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.Op Fl l Ar oldl_symbol
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.Op Fl L Ar newl_symbol
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.Op Fl C Ar constant_symbol
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.Op Fl S
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.Pp
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.Nm
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.Op Fl i Ar file
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.Sy javascript
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.Op Fl l Ar oldl_symbol
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.Op Fl L Ar newl_symbol
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.Op Fl C Ar constant_symbol
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.Pp
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.Nm
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.Op Fl i Ar file
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.Sy LaTeX
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.Op Fl l Ar oldl_symbol
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.Op Fl L Ar newl_symbol
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.Op Fl C Ar constant_symbol
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.Op Fl s
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.Pp
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.Sh DESCRIPTION
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.Nm
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is a python script to convert flow equations to C, javascript or LaTeX code.
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.Pp
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.Nm
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is part of a set of tools to compute and manipulate Fermionic hierarchical flows:
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.Bl -bullet
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.It
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.Sy meankondo
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: computes flow equations for hierarchical Fermionic models
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.It
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.Sy numkondo
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: numerical evaluation of flow equations.
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.It
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.Sy meantools, meantools-convert
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: perform various operations on flow equations (derivation, exponentiation, evaluation and conversion to other formats).
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.El
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.Pp
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as well as the following pre-processors, which generate configuration files for their associated model:
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.Bl -bullet
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.It
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.Sy kondo_proprocess
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: Kondo model
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.El
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.Pp
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.Sh COMMAND-LINE ARGUMENTS
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.Bl -tag -width Ds
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.It Fl i Ar file
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File containing the flow equation to convert. If this flag is not specified, then
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.Nm
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reads the equation from stdin.
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.El
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.Pp
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.Sh C
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.Nm
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supports the following flags when converting to C code.
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.Bl -tag -width Ds
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.It Fl l Ar oldl_symbol
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The symbol for the running coupling constants appearing on the right hand side (defaults to 'l').
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.It Fl L Ar newl_symbol
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The symbol for the running coupling constants appearing on the left hand side (defaults to 'newL').
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.It Fl C Ar constant_symbol
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The symbol for the constant factor (defaults to 'C'). Since there can be multiple constants in a flow equation, the actual symbols will be appended an integer (e.g. C1, C2, etc).
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.It Fl S
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Write each equation on a single line.
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.El
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.Pp
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.Ar oldl_symbol
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and
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.Ar newl_symbol
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must be arrays of floating point numbers (floats, doubles or long doubles) with enough memory allocated to them to hold all running coupling constants. Similarly,
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.Ar constant_symbol Ns n
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with n large enough must be allocated as floating point numbers.
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.Pp
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In addition, if the flow equation contains derivatives (see
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.Sx meantools Ns (1) ) ,
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then
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.Pf d Ar oldl_symbol ,
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.Pf d Ar newl_symbol
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and
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.Pf d Ar constant_symbol Ns n
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must be allocated as well. The same holds for higher derivatives, with 'd' replaced by 'dd', 'ddd' and so forth.
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.Sh JAVASCRIPT
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.Qo
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.Nm
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.Sy javascript
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.Qc
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is a shorthand for
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.Qo
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.Nm
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.Sy C
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-S
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.Qc
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.Sh LATEX
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.Nm
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supports the following flags when converting to LaTeX code.
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.Bl -tag -width Ds
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.It Fl l Ar oldl_symbol
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The symbol for the running coupling constants appearing on the right hand side (defaults to "\\ell").
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.It Fl L Ar newl_symbol
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The symbol for the running coupling constants appearing on the left hand side (defaults to "\\ell'").
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.It Fl C Ar constant_symbol
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The symbol for the constant factor (defaults to "C"). Since there can be multiple constants in a flow equation, the actual symbols will be appended an integer subscript (e.g. C_1, C_2, etc).
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.It Fl s
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Break the line at every '+'.
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.El
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.Pp
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Since the length of the equations can change a lot from one system to another,
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.Nm
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does not make many formatting decisions (for instance
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.Nm
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does not insert any alignment characters, and either breaks the line at every '+' sign or at the end of the equation), which are left to the user.
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.Pp
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.Sh OUTPUT
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.Nm
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prints the converted flow equation to stdout.
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.Pp
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.Sh RETURN CODE
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.Nm
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returns 0 on success and -1 on error.
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.Pp
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.Sh SEE ALSO
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.Sx meankondo Ns (1)
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.Sx numkondo Ns (1) ,
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.Sx meantools Ns (1) ,
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.Sx kondo_preprocess Ns (1)
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.Pp
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