1 2 Previous Next 25 Replies Latest reply on Nov 2, 2014 1:40 PM by MauriceG

    Selective Calculation from field in different table

    MauriceG

      Title

      Selective Calculation from field in different table

      Post

      I have a database that I use to manage some investment accounts and that contains, amongst others, the two tables below. These two tables are linked through a field called Year, located in a table called Main Table.

      EQUITIES (only relevant fields shown)

                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                               
                     

      Account  No.

                     
                     

      Company Name

                     
                     

      Number of shares purchased

                     
                     

      Date of Purchase

                     
                     

      Cost per share

                     
                     

      Income (per share) from selling options on shares

                     
                     

      Date of Sale

                     
                     

      2.

                     
                     

      ABC

                     
                     

      400

                     
                     

      Sept. 20, 2014

                     
                     

      1.35$

                     
                     

      0.38$

                     
                     

       

                     
                     

      1.

                     
                     

      DEF

                     
                     

      300

                     
                     

      Sept. 15, 2014

                     
                     

      1.50$

                     
                     

      0.23$

                     
                     

       

                     
                     

      1.

                     
                     

      ABC

                     
                     

      500

                     
                     

      Sept. 1, 2014

                     
                     

      1.25$

                     
                     

      1.02$

                     
                     

       

                     
                     

      1.

                     
                     

      ABC

                     
                     

      125

                     
                     

      April 1, 2014

                     
                     

      1.15$

                     
                     

      1.00$(This is the total proceeds from the sales of options made on April 2 and April 27, 2014.)

                     
                     

      July 1, 2014

                     

       

      OPTIONS (only relevant fields shown)

                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                 
                     

      Account No.

                     
                     

      Company Name

                     
                     

      Number of Options sold

                     
                     

      Date of Sale of Options

                     
                     

      Sale Proceeds per each option

                     
                     

      Expiry Date of Option

                     
                     

      2.

                     
                     

      ABC

                     
                     

      400

                     
                     

      Sept. 22, 2014

                     
                     

      0.38$

                     
                     

       

                     
                     

      1.

                     
                     

      DEF

                     
                     

      300

                     
                     

      Sept. 18, 2014

                     
                     

      0.23$

                     
                     

       

                     
                     

      1.

                     
                     

      ABC

                     
                     

      500

                     
                     

      Oct. 10, 2014

                     
                     

      0.34$

                     
                     

      Nov. 8, 2014

                     
                     

      1.

                     
                     

      ABC

                     
                     

      500

                     
                     

      Sept. 10, 2014

                     
                     

      0.68$

                     
                     

      Oct. 8, 2014

                     
                     

      1.

                     
                     

      ABC

                     
                     

      125

                     
                     

      April 2, 2014

                     
                     

      0.75$

                     
                     

      April 22, 2014

                     
                     

      1.

                     
                     

      ABC

                     
                     

      125

                     
                     

      April 27, 2014

                     
                     

      0.25$

                     
                     

      June 20, 2014

                     
                     

      1.

                     
                     

      DEF

                     
                     

      400

                     
                     

      Sept. 15, 2014

                     
                     

       

                     
                     

       

                     

       

      I need to set up a calculation in the field Income (per share) from selling options on shares (table EQUITIES) that ensures the following:

      the total amount in that field must add up the sales proceeds of options sold (table OPTIONS) but only as these proceeds relate

      a. to equities that have not been sold yet (i.e. the Date of Sale field in the table EQUITIES is empty)?

      b. to equities held in the same account; and

      c. to equities of the same company.

       

      As an example,  the 500 ABC shares purchased on Sept. 1, 2014 should show in the field Income (per share) from selling options on shares (table EQUITIES) a total of 1.02$, and not 1.40$ as the difference of 0.38$ comes from account no. 2, not account no 1.

       

      Sorry for the long explanation. I hope it is clear enough and that someone will be able to help because I have no clue how to create this calculation.

       

      Thanks.

       

      MG

        • 1. Re: Selective Calculation from field in different table
          sccardais

          I think you will need to add the account to the relationship so that both the year and account number are used as match fields. You would do this by opening the relationship graph, double clicking on the line that connects your tables and adding a condition to the relationship to match on Year AND Account Number.

          You are getting values from both accounts with equity holding CompanyName::ABC because they are both in the same year and Year is the only match field you've defined.

          • 2. Re: Selective Calculation from field in different table
            MauriceG

            Thanks Scott,

            Currently, the two tables are not connected directly, but through a third table called Main Table. I just tried to connect the Year and the Account Number through the Main table, but all the data in the panels Equities an Options disappear. Same if I try to connect the two tables directly. And keep in mind that not only do I need to apply the calculation only to the same account but also only to the same company and only if that company is still held. How do I make the calculation recognize these three variables?

            MG

             

            • 3. Re: Selective Calculation from field in different table
              philmodjunk

              You need a different relationship that matches directly by the account number, company and year rather than just by year through an intermediate table.

              • 4. Re: Selective Calculation from field in different table
                MauriceG

                Thanks Phil,

                So, if I understand correctly, I need to create three occurrences of the table EQUITIES and three occurrences of the table OPTIONS, and then link the first occurrences of EQUITIES and OPTIONS by the account number, the second occurrences by the company name and the third occurrences by the year. Does this make sense or am I completelty off-track?

                MG

                • 5. Re: Selective Calculation from field in different table
                  philmodjunk

                  i don't see why you would need to do it that way. You can use all three match field pairs in a single relationship between a single pair of table occurrences if you want to match records by all three values at once.

                  • 6. Re: Selective Calculation from field in different table
                    MauriceG

                    Thanks Phil,

                    I have now created the two table occurrences and linked OCC_EQUITIES::company name to OCC_OPTIONS::company name, and samething for the year and account number. But now I am trying to create the right calculation in the field Income (per share) from selling options of the EQUITIES table and I am not getting any result in that field. Should this calculation look something this:

                    if OCC_EQUITIES::company name = OCC_OPTIONS::company name AND if OCC_EQUITIES::year = OCC_OPTIONS::year AND if OCC_EQUITIES::account number = OCC_OPTIONS::account number AND Is Empty (OPTIONS::Expiry Date of Option); "OPTIONS::sales proceeds per each option"

                    If the three variables are properly linked, is it not now a calculation issue?

                    Thanks again.

                    MG

                    • 7. Re: Selective Calculation from field in different table
                      sccardais

                      Could you send a screenshot of your relationship graph or relationship definitions?

                      • 8. Re: Selective Calculation from field in different table
                        philmodjunk

                        Apologies to Scott Cardais, but this could be a "context" issue. (His least favorite FileMaker term...wink)

                        A screen shot of your relationships sounds like an excellent idea here.

                        • 9. Re: Selective Calculation from field in different table
                          sccardais

                          And my apologies for going a little off topic here but at this point in my FileMaker experience, Phil could tell me that Global Warming was caused by a FileMaker "context issue!" smiley

                          And I'd believe him.

                          • 10. Re: Selective Calculation from field in different table
                            sccardais

                            MauriceG ...

                            Sorry for going off topic on your thread ...

                            Being serious now, it would help to see your table structure to see if it's structured in a way that will allow you to do what you want to do.

                            I could be wrong - lord knows! - but it sound sounds to me like your biggest challenge is limiting the scope of the report in OPTIONS to only those positions that don't have a date sold for the same company in the Equities table. Assuming you can figure that out, a sub summary report can have break fields on Account and or Year that could give you the totals you want. 

                            If I'm understanding what you want correctly, that's where I'd focus my attention - how limit the scope of records in OPTIONS to those that don't have a date for the same equity in EQUITIES.

                            Then - build from there. Again - knowing more about your table structure would help me and others on this forum to give more specific advice. Hope this helps.

                             

                             

                            • 11. Re: Selective Calculation from field in different table
                              MauriceG

                              Thank you to both of you Scott and Phil,

                              I am more than happy to provide a screen shot of the table structure and also of the relationships between the table EQUITIES and OPTIONS. But now it's my turn to apologize because those screen shots are in French as I am using the French version of FM11.

                              Scott, you are absolutely right that my objective is to limit the scope of the report in OPTIONS to only those positions that don't have a date sold for the same company in the Equities table. But it must also be limited to those positions that are held in the same account and that involve the same company. In other words, I need the total amount of income from the sale options but only from the proceeds that relate

                              a. to equities that have not been sold yet (i.e. the Date of Sale field in the table EQUITIES is empty)?

                              b. to equities held in the same account; and

                              c. to equities of the same company.

                              So here are the screen shots and a short lexicon:

                              EQUITIES = ACTIONS

                              OPTIONS = OPTIONS

                              YEAR = Annee_entete

                              ACCOUNT NUMBER = NumerosComptes_t

                              COMPANY = Societe

                              The main table is in green, the Equities table is in pink and the Options table is in blue, all on the right side of the picture.

                              <img alt="" 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

                              • 12. Re: Selective Calculation from field in different table
                                MauriceG

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

                                • 13. Re: Selective Calculation from field in different table
                                  MauriceG

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

                                  • 14. Re: Selective Calculation from field in different table
                                    sccardais

                                    Maurice:

                                    Once you limit the records in OPTIONS to the positions without a date sold in your EQUITIES table, your sub summary report can do the rest for you by adding sub summary parts sorted on Company and Account (or Account and Company). A summary field that totals the calculation field will recalculate the sum at each change in the break field.

                                    ACCOUNT NO.

                                         COMPANY1                DATE               NumberYouWantSummed

                                         COMPANY1                 DATE              NumberYouWantSummed

                                                                 Subtotal Company1     $$$$$$

                                         COMPANY2                DATE               NumberYouWantSummed

                                         COMPANY2                 DATE              NumberYouWantSummed

                                                                 Subtotal Company2     $$$$$$

                                                              Account No. Subtotal      $$$$$$

                                    As I said before, I think the challenge here is figuring out how to limit the scope of records in OPTIONS to omit positions with date sold in EQUITIES. This may not be the most elegant solution but if you can link OPTIONS to EQUITIES you could Omit records in OPTIONS if the date field in EQUITIES contained a date. Even a utility field in OPTIONS (e.g. "c_Omit") might work. If c_Omit = If (EQUITIES::DateSold = *, "x";"") This puts an x in the c_Omit field if theres anything in the matching record in EQUITIES and leaves it blank if the date sold field in EQUITES is blank. This assumes you can exactly and uniquely match the two tables by either the company name or some other unique identifier.

                                    Then, before running your report in OPTIONS, Find/Omit all records in OPTIONS containing the "x" in c_Omit." Once the report is complete, you can remove the "x" from the new field.

                                      

                                     

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