best linear regression r2

Is it possible to get the R2 of the nonlinear function made in Labview?
Do corospond "residue" of R2?

Use of vi of goodness of the Fit in the curve in advanced editing Palette. The aid must be explicit.

See you soon,.

McDuff

Tags: NI Software

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    Hello

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    Or maybe someone has an algorithm to do this...

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    ZZippo

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    as long as you have the AdvancedAnalysisLibrary there are three related functions for nonlinear curve fit:

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    TERM_0801     78
    TERM_0802     58
    TERM_0803     0
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    TERM_0903     0
    TERM_0904     56
    TERM_0905     0
    TERM_0906     0
    TERM_0907     0
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    TERM_1002     0
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    Published by: Chloe_19 on July 24, 2012 23:14

    Maybe:

    with
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     select 'TERM_0802',58 from dual union all
     select 'TERM_0803',0 from dual union all
     select 'TERM_0804',82 from dual union all
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     select 'TERM_0806',0 from dual union all
     select 'TERM_0807',32 from dual union all
     select 'TERM_0808',0 from dual union all
     select 'TERM_0901',92 from dual union all
     select 'TERM_0902',0 from dual union all
     select 'TERM_0903',0 from dual union all
     select 'TERM_0904',56 from dual union all
     select 'TERM_0905',0 from dual union all
     select 'TERM_0906',0 from dual union all
     select 'TERM_0907',0 from dual union all
     select 'TERM_0908',0 from dual union all
     select 'TERM_1001',85 from dual union all
     select 'TERM_1002',0 from dual union all
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           regr_sxx(cnt,rn) r_sxx,
           regr_syy(cnt,rn) r_syy,
           regr_sxy(cnt,rn) r_sxy
      from (select count cnt,row_number() over (order by terms) rn
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           )
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     R_SLOPE          | R_INTERCEPT      | R_COUNT | R_R2                | R_AVGX | R_AVGY | R_SXX | R_SYY  | R_SXY
    0,241071428571429 | 66,5803571428571 |       8 | 0,00723884549185754 |      9 |  68,75 |   336 | 2697,5 |    81
    

    Concerning

    Etbin

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    )

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    OF tblData

    ;

    SQL > /.

    X

    ----------

    5

    http://docs.Oracle.com/database/121/SQLRF/functions165.htm#SQLRF00696

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