aaae8a701b
Fortran style adjustments
2022-12-07 17:29:03 +00:00
3fb0b5d099
removed superfluous asDict specification for polynomials arguments
2022-11-22 14:20:19 +01:00
df5487e1a9
Re-written YAML types
...
Strict typing for YAML
New access pattern requires to specify the expected type, i.e. 'scalar', 'list', or 'dict'. This ensures that the node offers the expected functionality instead of polluting 'tNode' with dummy functions which throw error messages if not overwritten.
The restructuring of the code allows to hierarchically construct methods without much code duplication.
Some aspects of the error messaging system have been improved.
2022-10-25 16:09:36 +00:00
b8c3d75700
[skip sc] enforce interfaces (quick fix: declare as external)
2022-06-21 22:59:01 +02:00
78838c2f75
consistent variants including space
2022-06-08 23:27:09 +02:00
53796fce7a
trustworthy reference
2022-05-08 20:10:12 +02:00
b376b10b7a
classic Intel gives FPE
2022-05-08 17:47:20 +02:00
10d8a63cb6
not used
...
and current code is not good (not using Horner scheme)
2022-05-08 17:18:15 +02:00
d713026f7e
fast evaluation for (most common) case of constant
2022-05-08 16:49:30 +02:00
b2052cb3c7
less strict tolerances
...
values can be in the order of 1e5, so 1e-6 precision is not too bad
2022-05-08 16:41:19 +02:00
8f9fbb30e5
use fused multiply-add where possible
...
only possible for Intel compiler
2022-05-08 15:48:13 +02:00
240426402c
using (faster) Horner evaluation
...
https://rosettacode.org/wiki/Horner%27s_rule_for_polynomial_evaluation
2022-05-08 13:32:14 +02:00
72c29f744c
better tests
2022-05-08 12:49:29 +02:00
ec184cb8fe
need to relax absolute tolerance
...
absolute values for quartic become quite high
2022-05-08 08:30:58 +02:00
9605a5c2de
polynomial expansion up to order 4
2022-05-07 23:04:06 +02:00
71e4fa222c
generic code for variable order
2022-05-07 22:53:31 +02:00
70b9943920
allow to specify only quadratic term in Dict
2022-05-07 22:47:13 +02:00
7cf3bcb9c9
easier to read
2022-05-07 22:01:47 +02:00
8fead8e306
relaxed tolerances
...
for optimized code, the last digit might differ
2022-02-02 13:48:04 +01:00
39aa243695
Polynomial Class
2022-01-31 14:05:15 +00:00
Martin Diehl