FOM: about trascendental numbers

[Franklin Vera Pacheco]

 Can be deduced from the amplitude of the standard real numbers i.e.
the existence of a wide number of non definable numbers, some incapability 
in finding a necessary condition for the trascendency of a number in 
terms of it's rational approximations?

   I'm not asking for a proved result but for a personal opinion about the 
matter.

  Thanks. 

-- 
Name: Franklin Vera Pacheco
Position: undergraduate student
Institution: University of Havana
Research interest: foundations of mathematics
                   aproximation theory
adress: 45 #10029 e/ 100 y 104 
        Marianao, Ciudad de la Habana, Cuba.
tel: 260 26043
e-mail: franklin at ghost.matcom.uh.cu