Fraenkel \(\cal N28\): Blass' Permutation Model | Historical notes
Description: The set \(A=\{a^i_{\xi}: i\in \Bbb Z, \xi\in\aleph_1\}\)
Parameter(s): This model does not depend on parameters
All Forms Known to be True in \(\cal N28\):
389,
371,
369,
368,
367,
366,
364,
363,
362,
361,
313,
309,
307,
306,
305,
289,
280,
273,
272,
252,
251,
223,
222,
212,
211,
206,
203,
199(\(n\)),
197,
194,
182,
170,
169,
145,
142,
139,
137-k,
130,
108,
104,
94,
93,
92,
91,
79,
74,
70,
38,
37,
35,
34,
19,
13,
6,
5,
0,
All Forms Known to be False in \(\cal N28\):
407,
384,
345,
317,
303,
295,
293,
191,
190,
189,
129,
50,
49,
30,
15,
14,
1,
A minimial list of forms whose truth in this model imply all others that are true in this model: 91
Falses that are implied by others list: 129-190-293
References for models trues falses list: References Blass [1979],and Note 18.
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