TSE: Remote: Server: URL: Overview: 21 June 2025

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knud van eeden

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Jun 21, 2025, 7:09:04 PM6/21/25
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 Q. TSE: Remote: Server: URL: Overview: 21 June 2025

1. -You can run it from anywhere in the world.

2. -Only an Internet-ready device
    (e.g. mobile telephone with a browser installed is needed).

3. -No installation of TSE by you is thus necessary.

4. -About using '+' in the URL parameters

     You must always replace any

      +

     by

      %2b

     when somewhere used in the
     parameters.

     This because the browser sees this '+' as a 'space' instead and replaces
     thus that '+' with a space.

      E.g. when used in the URL:

       3 + 4

      must when used in the parameters in the URL be changed to instead

       3 %2b 4

5. -You must at this moment always proceed the parameters after the URL with

     -p

6. -Currently implemented TSE programs running in g32.exe on the remote Microsoft Windows server:

===

     * Get the root of the 1st degree polynomial (linear): ax+b = 0. You supply the 2 parameters a b as parameters and get the root back.

        E.g. if you choose a=1, b=2 then you pass these as parameters, proceeded by '-p' via the following URL:


               gives e.g.: -2

===

     * Get the 2 roots of the 2nd degree polynomial (quadratic): ax^2+bx+c = 0. You supply the 3 parameters a b c as parameters and get the 2 roots back.

        E.g. if you choose a=1, b=2, c=3 then you pass these as parameters, proceeded by '-p' via the following URL:


               gives e.g.: -1 - 1.41421356237309 * i, -1 + 1.41421356237309 * i

===

     * Get the 3 roots of the 3rd degree polynomial (cubic): ax^3+bx^2+cx+d = 0. You supply the 4 parameters a b c d as parameters and get the 3 roots back.

        E.g. if you choose a=1, b=2, c=3, d=4 then you pass these as parameters, proceeded by '-p' via the following URL:


               gives e.g.:  -1.65062919143938, -0.174685404280309 + 1.54686888723139 * i, -0.174685404280309 - 1.54686888723139 * i

===

     * Get the 4 roots of the 4th degree polynomial (quartic): ax^4+bx^3+cx^2+dx+e = 0. You supply the 5 parameters a b c d e as parameters and get the 4 roots back.

        E.g. if you choose a=1, b=2, c=3, d=4, e=5 then you pass these as parameters, proceeded by '-p' via the following URL:


               gives e.g.: 0.28781547955765 - 1.4160930801719 * i, 0.28781547955765 + 1.4160930801719 * i, -1.28781547955765 - 0.857896758328495 * i, -1.28781547955765 + 0.857896758328495 * i

===

     * Get the 5 roots of the 5th degree polynomial (quintic): ax^5+bx^4+cx^3+dx^2+ex+f = 0. You supply the 6 parameters a b c d e f as parameters and get the 5 roots back.

        E.g. if you choose a=1, b=2, c=3, d=4, e=5, f=6 then you pass these as parameters, proceeded by '-p' via the following URL:


               gives e.g.: -1.35486099664846 - 0.885592041422986 * i, 0.172672165920717, 0.268524913688103 + 1.46232298898726 * i, 0.268524913688107 - 1.46232298898726 * i, -1.35486099664847 + 0.88559204142298 * i

===

     * Run the TSE Knud scientific floating point calculator (based on PowerShell)

        E.g. if you choose 2/3 then you proceed it with -p followed by that expression and get the calculated answer back:


with friendly greetings
Knud van Eeden


knud van eeden

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Jul 18, 2025, 4:06:25 PM7/18/25
to SemWare TSE Pro Text Editor
 Q. TSE: Remote: Server: URL: Overview: 18 July 2025

===

Added: 

 1. Days between 2 days 

 2. EigenValue and EigenVector

===

1. -You run the TSE program in TSE g32.exe on a remote server

2. -You can run it from anywhere in the world.

3. -Only an Internet-ready device
    (e.g. mobile telephone with a browser installed)
    is needed.

4. -No installation of TSE by you is thus necessary.

5. -About using '+' in the URL parameters

     You must always replace any

      +

     by

      %2b

     when somewhere used in the
     parameters.

     This because the browser sees this '+' as a 'space' instead and replaces
     thus that '+' with a space.

      E.g. when used in the URL:

       3 + 4

      must when used in the parameters in the URL be changed to instead

       3 %2b 4

6. -You must at this moment always proceed the parameters after the URL with

     -p

7. -Currently implemented TSE programs running in g32.exe on the remote Microsoft Windows server:
               gives e.g.: 0.666666666666667

===

     * TSE: Date: Given a date get the date after a given amount of days: Via a browser to TSE running online on a remote server

        E.g. if you choose a date 13 3 2011, what is the date 7 days further?

             Passing this as 4 consecutive parameters in the same order:


               (you have to copy/paste this whole line as a one-liner in
                your browser URL input(anywhere in the world, e.g.
                mobile telephone). It runs on TSE on a remote Microsoft
                Windows server)

               gives e.g.: 20-03-2011

===

     * TSE: Date: Get the total difference in days between 2 given dates

        E.g. if you choose a begin date 1 1 1970 and an end date 15 1 2020,
             what is the total amount of days between these 2 given dates?

        Passing this as 6 consecutive parameters in the same order:


          (you have to copy/paste this whole line as a one-liner in your
           browser URL input(anywhere in the world, e.g. mobile
           telephone). It runs on TSE on a remote Microsoft Windows
           server)

               gives e.g. 18276 days

===

     * TSE: Get the eigenvalues and eigenvectors of an square NxN matrix

        The first number is the dimension of the matrix

        The following numbers are the elements of the matrix row after row starting from the top after each other


               (you have to copy/paste this whole line as a one-liner in
                your browser URL input(anywhere in the world, e.g.
                mobile telephone). It runs on TSE on a remote Microsoft
                Windows server)

                 gives e.g.


                  Eigenvalues

                  5.37228132326902

                  -0.372281323269014

                  Eigenvectors

                  0.415973557919284,0.909376709132124

                  -0.824564840132394,0.565767464968992

              Other examples:

               http://108.181.171.157/ddd.php?tseMacroS=c:/bbc/taal/getmaepo.mac -p 3 0.15 -2 3.4 4.1 -5 6 3 2 1

               http://108.181.171.157/ddd.php?tseMacroS=c:/bbc/taal/getmaepo.mac -p 4 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16

               http://108.181.171.157/ddd.php?tseMacroS=c:/bbc/taal/getmaepo.mac -p 5 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25

---

with friendly greetings
Knud van Eeden

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