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One more post with no content.
denis_berthier wrote:.
One more post with no content.
denis_berthier wrote:As for the notation, your remark proves once more that you don't understand what you're talking about: BY DEFINITION, z- and t- candidates don't belong to my chains AND they don't need to be remembered. We have talked about this many times, but you keep repeating the same absurd lies. Can't you read a definition?.
ghfick wrote:You claim that the four views are your original idea. This claim is next to impossible to check in the Sudoku world.
ghfick wrote:You claim that whips and braids are your ideas. I do think you have given some structure to many old ideas on chains. Again, there are many people who have contributed related ideas so it is next to impossible to determine who was the first to suggest the crucial, original ideas.
ghfick wrote:The recent advances to patterns based around impossibility have many contributors. Again, you appear to have provided some structure but you were most definitely not one of the originators.
eleven wrote:denis_berthier wrote:As for the notation, your remark proves once more that you don't understand what you're talking about: BY DEFINITION, z- and t- candidates don't belong to my chains AND they don't need to be remembered. We have talked about this many times, but you keep repeating the same absurd lies. Can't you read a definition?.
Yes, your chains prove the elimination(s), because the program, which creates them, does know/remember the t- and z-candidates. After that YOU don't have to remember them, it did it for you.
But a reader, who wants to understand or verify them, has to remember them again.
So i don't understand, why you don't thank me, that i gave the hint, that with a simple solver everyone easily can do that by just fixing the target and then let the solver remember all possible z-candidates.
denis_berthier wrote:.
May we now know your original contributions to Sudoku?
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denis_berthier wrote:.
Anybody can check this.
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denis_berthier wrote:.
my definitions of chains have allowed me to prove theorems
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denis_berthier wrote:.
that this is a very marginal part of my work.
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denis_berthier wrote:.
You didn't need a full page to answer my question. A word would have been enough: nothing.
ghfick wrote:Your partial apology is clearly meaningless.
ghfick wrote:Several people advised me not engage you. They were correct.