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functions in fermii.i - f

 
 
 
fdi12


             fdi12(x, b)  
 
    return incomplete Fermi-Dirac integral of order 1/2,  
       fdi12(x, b) = integral[b to inf]{ dt * t^0.5 / (exp(t-x)+1) }  
    default accuracy to about 1e-10  
interpreted function, defined at i/fermii.i   line 44  
SEE ALSO: fdim12,   fdi32,   fdi52  
 
 
 
fdi32


             fdi32(x, b)  
 
    return incomplete Fermi-Dirac integral of order 1/2,  
       fdi32(x, b) = integral[b to inf]{ dt * t^1.5 / (exp(t-x)+1) }  
    default accuracy to about 1e-10  
interpreted function, defined at i/fermii.i   line 70  
SEE ALSO: fdim12,   fdi12,   fdi52  
 
 
 
fdi52


             fdi52(x, b)  
 
    return incomplete Fermi-Dirac integral of order 1/2,  
       fdi32(x, b) = integral[b to inf]{ dt * t^2.5 / (exp(t-x)+1) }  
    default accuracy to about 1e-10  
interpreted function, defined at i/fermii.i   line 96  
SEE ALSO: fdim12,   fdi12,   fdi32  
 
 
 
fdim12


             fdim12(x, b)  
 
    return incomplete Fermi-Dirac integral of order -1/2,  
       fdim12(x, b) = integral[b to inf]{ dt * t^-0.5 / (exp(t-x)+1) }  
    default accuracy to about 1e-10  
interpreted function, defined at i/fermii.i   line 18  
SEE ALSO: fdi12,   fdi32,   fdi52  
 
 
 
fermii


             #include "fermii.i"  
 
  Incomplete Fermi-Dirac integrals of orders -1/2, 1/2, 3/2, 5/2  
    
  after M. Goano, Algorithm 745, ACM TOMS 21, #3, pp 221-232 (Sept. 95)  
    
keyword,  defined at i/fermii.i   line 6  
SEE ALSO: fdim12,   fdi12,   fdi32,   fdi52