Changeset f4a60f8cdfa0761fda8757c81432fad286cf44da

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Timestamp:
03/12/11 20:19:11 (3 years ago)
Author:
Raymond Toy <toy.raymond@…>
Children:
8ade177a0ce9bbb89b963ff29e46f38f377e9530
Parents:
5bd5df9360268fae90fc41fcdf86b728f8a54e86
git-committer:
Raymond Toy <toy.raymond@…> (03/12/11 20:19:11)
Message:

Fix typo; update accuracy requirements.

qd-elliptic.lisp:
o Fix missing paren.

rt-tests.lisp:
o Reduce accuracy requirements so the tests pass for the random

arguments.

Files:
2 modified

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Unmodified
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  • qd-elliptic.lisp

    r5bd5df rf4a60f  
    714714         (sin-phi (sin phi)) 
    715715         (cos-phi (cos phi)) 
    716          (m-sin2 (- 1 (* m sin-phi sin-phi))) 
     716         (m-sin2 (- 1 (* m sin-phi sin-phi)))) 
    717717    (- (* sin-phi (carlson-rf (expt cos-phi 2) m-sin2 1)) 
    718718       (* (/ nn 3) (expt sin-phi 3) 
  • rt-tests.lisp

    r5bd5df rf4a60f  
    2626(in-package #:oct) 
    2727 
     28(eval-when (:compile-toplevel :load-toplevel :execute) 
     29  (setf *readtable* *oct-readtable*)) 
     30 
    2831;; For the tests, we need to turn off underflow for clisp. 
    2932#+clisp 
     
    940943       for epi = (elliptic-pi 0 phi m) 
    941944       for ef = (elliptic-f phi m) 
    942        for result = (check-accuracy 53 epi ef) 
     945       for result = (check-accuracy 51 epi ef) 
    943946       unless (eq nil result) 
    944947       append (list (list phi m) result)) 
     
    9981001       for true = (/ (atan (* (tan phi) (sqrt (- 1 n)))) 
    9991002                     (sqrt (- 1 n))) 
    1000        for result = (check-accuracy 50 epi true) 
     1003       for result = (check-accuracy 48 epi true) 
    10011004       unless (eq nil result) 
    10021005       append (list (list (list k n phi) result))) 
     
    10081011       for epi = (elliptic-pi 1 phi 0) 
    10091012       for true = (tan phi) 
    1010        for result = (check-accuracy 43 epi true) 
     1013       for result = (check-accuracy 37 epi true) 
    10111014       unless (eq nil result) 
    10121015       append (list (list (list k phi) result))) 
     
    10451048       for epi = (elliptic-pi 1 phi 0) 
    10461049       for true = (tan phi) 
    1047        for result = (check-accuracy 205 epi true) 
     1050       for result = (check-accuracy 200 epi true) 
    10481051       unless (eq nil result) 
    10491052       append (list (list (list k phi) result))) 
     
    10571060       for true = (/ (atanh (* (tan phi) (sqrt (- n 1)))) 
    10581061                     (sqrt (- n 1))) 
    1059        for result = (check-accuracy 208 epi true) 
     1062       for result = (check-accuracy 207 epi true) 
    10601063       ;; Not sure if this formula holds when atanh gives a complex 
    10611064       ;; result.  Wolfram doesn't say