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A Turing Machine defined as:
A_TM = {<M,w>| M is a TM and M accepts w}
This Machine test input w on all possible Turing Machine configurations M with the assumption of finding a Halt: accept/reject state. Notes about A_TM
1. It is undecidable
2. An Oracle TM can supposedly decide it.
3. Due to the halting problem it does not necessarily detect a halt.
4. It is a common TM to use in decidability reductions.
For more information go to school, buy a book, or look online. Disclaimer- I'm Not responsible for your girlfriend dumping you when she finds out you're wasting your time on this.
A_TM = {<M,w>| M is a TM and M accepts w}
This Machine test input w on all possible Turing Machine configurations M with the assumption of finding a Halt: accept/reject state. Notes about A_TM
1. It is undecidable
2. An Oracle TM can supposedly decide it.
3. Due to the halting problem it does not necessarily detect a halt.
4. It is a common TM to use in decidability reductions.
For more information go to school, buy a book, or look online. Disclaimer- I'm Not responsible for your girlfriend dumping you when she finds out you're wasting your time on this.
Deciding the compliment of All_CFG
Create Oracle TM for A_TM.
T^A_TM = "on input <All_CFG>
1. Construct TM N where
N = "On any input:
1. Run All_CFG in parrallel on all strings in E*
2. If All_CFG creates any of these strings accept, else reject
2. Query the oracle to determine whether any string in E* was created by All_CFG and see if <N,0> exists in A_TM
3. If oracle answers NO, accept, if YES, reject
This should decide ~ALL_CFG in relation to A_TM.
Create Oracle TM for A_TM.
T^A_TM = "on input <All_CFG>
1. Construct TM N where
N = "On any input:
1. Run All_CFG in parrallel on all strings in E*
2. If All_CFG creates any of these strings accept, else reject
2. Query the oracle to determine whether any string in E* was created by All_CFG and see if <N,0> exists in A_TM
3. If oracle answers NO, accept, if YES, reject
This should decide ~ALL_CFG in relation to A_TM.
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to kiss a partner passionately or what would be considered inappropriately in public (linked with PDA)
similarities to the meaning of making out however mackin' is considered to be early classic American slang
to kiss a partner passionately or what would be considered inappropriately in public (linked with PDA)
similarities to the meaning of making out however mackin' is considered to be early classic American slang
Jane: hey where's Shelley today?
Rachel: totally mackin' out with Martin behind the bleachers
Jane: ew
Rachel: totally mackin' out with Martin behind the bleachers
Jane: ew
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