Algebraic logic graceli relativist.


Where the result can be exact, partial, full, differential, sequential, infinitesimal.


Partial and accurate to the sequential graceli limit [lgs].


          Logx / x [n]
1/3



             p / p P [n]
1/3 + w                      to y sequence boundary.



Statistical averaging initial parts, median, final or complete functions ..



Where the results are repeated sequences of numbers and or growing.


Or infinitesimal and relativist. Where is endless and becomes another relativity in the function itself.

          Logx / x [n]
1/3                        [no limit].


                 p / p P [n]
1/3 + p                       [no limit].





For example partial or whole to limit the sequence s.



ςλ p ¨ fx λs.


Σ sum of p λ limit function x to limit the sequence s ς.

for statistical quantity is divided by the sequence until the desired limit.



In other words, here we are decreasing progressive sequential differential, integral partial limit and also algebraic logic to statistics.



The same goes for geometries with progressions as the spiral of graceli, the hat is formed by spirals, moving springs and the snake moving.






Temporal and dimensional geometry graceli.



The infinitesimal of graceli is a descending sequence. Ie they are not only points, but these points have distances and with well defined by the following equations of graceli logic.


I gave this name to algebraic logic to be different from the calculation using integral and differential ,. For use in this case progressions, exponents, roots and logarithms.







double exponent.



                             
          Logx / x [n]     /     Logx / x [n]
1/3                                                =






                 p / p P [n]
1/3 + w