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2024-09-03Finished induction beginSimon-Kor
2024-09-03Inculde hot fix in working branchSimon-Kor
Merge branch 'feature_function_definitions' into formalisation_numbers
2024-09-03Hot fixSimon-Kor
Hot Fix for the wrong Asumtion creation. Now the function will have a image.
2024-09-02working commitSimon-Kor
2024-09-02working commitSimon-Kor
2024-09-02Corrected Contradiction.Simon-Kor
Contradiction was due to a misstake in the definition in sequence.
2024-08-31Contradiction in sequenceSimon-Kor
False can be proven with iff_sequence, codom_of_emptyset_can_be_anything,sequence, emptyset_is_function_on_emptyset,id_dom,in_irrefl, suc_subseteq_implies_in,emptyset_subseteq
2024-08-31working commitSimon-Kor
2024-08-30working commitSimon-Kor
2024-08-29working commitSimon-Kor
2024-08-28working commitSimon-Kor
2024-08-27working commitSimon-Kor
2024-08-27Feature CompleteSimon-Kor
Finalised the proof output and goals. The Local Function definition now producces a Function f with the right domain and range, together with the rules presented in cases. Then proof goal of this local definition is set to for all x we have x is element of dom(f) if and only if x is in exactly one of the subdomains. This suffices as welldefindness check on f, besides the right range. Further checks that should be implemented are the correct range of the function. And optional subproof such that the presented goal can be check easily.
2024-08-27ambigus parse fix. The proof goal must be changed,Simon-Kor
since now some could define a function with overlapping and worng subdomains
2024-08-27Experimental working commit, programm will compileSimon-Kor
But the Proof that the domain of the local function is not right. Also if in the definition of our local function we just use f(x) = x then we get a technical ambigus parse
2024-08-26Implemented the checking for local functions.Simon-Kor
2024-08-26Non finished attemped to translate a localSimon-Kor
function defintion from abstract to internal
2024-08-26I implemented a parsing rule in concrete.hsSimon-Kor
for local functions and a abstract type in abstract.hs for the proof data structure.
2024-08-24First atemped to write a new way of local function defintionSimon-Kor
2024-08-24hlint suggestionSimon-Kor
2024-08-24Added/Fixed commentsSimon-Kor
2024-08-24naproch sty extensionSimon-Kor
2024-08-14some wishes for NaprocheZFSimon-Kor
2024-08-14The added proposition and definition should haveSimon-Kor
resloved some proofing complications, but they can prove flase together with lemmas about ordinal, the exat lemma are in urysohn.tex at line 522.
2024-08-13less urysohnSimon-Kor
2024-08-12way way way way more urysohnSimon-Kor
2024-08-12way way way more urysohnSimon-Kor
2024-08-12way way more urysohnSimon-Kor
2024-08-12way more urysohnSimon-Kor
2024-08-12Completed the structure of the proof of Urysohn.Simon-Kor
Now every single step has to be proven.
2024-08-12more more way more urysohnSimon-Kor
2024-08-11more more more urysohnSimon-Kor
2024-08-10more more urysohnSimon-Kor
2024-08-10more urysohnSimon-Kor
2024-08-10more ur<sohnSimon-Kor
2024-08-09fixed axiomatic errorSimon-Kor
2024-08-09put cardinalit to the right placeSimon-Kor
2024-08-07Created first urysohn formalizationSimon-Kor
2024-07-23Formattingadelon
2024-07-23Update prover answer prefixesadelon
2024-07-23Update readme.mdadelon
2024-07-21Further Formalisation on numbersSimon-Kor
2024-07-06Formalisation of rationals.Simon-Kor
2024-07-06Formalisation of integers.Simon-Kor
2024-07-06Finished the formalization of naturals.Simon-Kor
2024-07-05Proof of 1 is identity on the naturals and beginSimon-Kor
of Disstributiv law naturals proof
2024-07-02Further Formalisation of naturals.Simon-Kor
Such as induction on naturals and addition laws.
2024-07-02Definition and axioms of naturals.Simon-Kor
2024-06-26Merge remote-tracking branch 'upstream/main' into formalisation_numbersSimon-Kor
2024-06-26update gitigonreSimon-Kor