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Writing pushdown acceptors
1969
Journal of computer and system sciences (Print)
This paper introduces a new automaton, called a writing pushdown acceptor (abbreviated wpda), and investigates some of its properties. ...
A wpda is essentially a two-way pushdown acceptor that can write on its input tape. A number of results about wpda are established. ...
Specifically, a new acceptor, called a "writing pushdown acceptor" (wpda), is introduced and studied. ...
doi:10.1016/s0022-0000(69)80017-6
fatcat:hysqjdzfpjdoxhu2dt3xenpfqe
Reachability Analysis for Some Models of Infinite-State Transition Systems
[chapter]
2000
Lecture Notes in Computer Science
We extend a CM by augmenting it with some familiar data structures: (i) A pushdown counter machine (PCM) is a CM augmented with an unrestricted pushdown stack. ...
(ii) A tape counter machine (TCM) is a CM augmented with a two-way read/write worktape that is restricted in that the number of times the head crosses the boundary between any two adjacent cells of the ...
configuration α satisfying: # a (α w ) = # b (α w ), M can only reach a configuration β satisfying: The reason is that set of α's and β's satisying the the stated properties can be accepted by deterministic CM acceptors ...
doi:10.1007/3-540-44618-4_15
fatcat:fyws5qzlkrbqreoekyxxjj3qxu
ON REACHABILITY AND SAFETY IN INFINITE-STATE SYSTEMS
2001
International Journal of Foundations of Computer Science
We extend a CM by augmenting it with some familiar data structures: (i) A pushdown counter machine (PCM) is a CM augmented with an unrestricted pushdown stack. ...
(ii) A tape counter machine (TCM) is a CM augmented with a two-way read/write worktape that is restricted in that the number of times the head crosses the boundary between any two adjacent cells of the ...
Restrict the worktape to be a pushdown stack which can only push (i.e., write) but cannot pop (i.e., erase), but can enter the stack in a read-only mode. ...
doi:10.1142/s0129054101000898
fatcat:tmbvqwt7qzduziftsnqlnbxnzu
Context-Free Grammars with Storage
[article]
2014
arXiv
pre-print
Context-free S grammars are equivalent to pushdown S automata. ...
( a ); call B ; write ( b ); call C ; call D
end
or
begin
write ( b )
end
where “write(a)” means “write a on the output tape”. ...
The RT(Tree-pushdown) r-acceptor is the top-down tree-pushdown tree automaton (called
pushdown tree automaton in [Gue2]). Although Tree-pushdown has no identity, it can easily
be simulated. ...
arXiv:1408.0683v1
fatcat:sr2by746tvfenjsotqqop67v2a
Reversal-bounded multipushdown machines
1974
Journal of computer and system sciences (Print)
The second states that every r.e. set is accepted by an on-line Turing acceptor with two pushdown stores such that in every computation, each pushdown store can make at most one reversal (that is, one ...
It is shown that this automata theoretic representation cannot be strengthened by restricting the acceptors to be deterministic multitape, nondeterministic one-tape, or nondeterministic multicounter acceptors ...
(say, a deterministic Turing acceptor with just one one-way infinite tape and just one read-write head) by an on-line acceptor with two pushdown stores as auxiliary storage. 2 This language theoretic ...
doi:10.1016/s0022-0000(74)80027-9
fatcat:4xbxafatyngnrlj63adkarkqpm
On Removing the Pushdown Stack in Reachability Constructions
[chapter]
2001
Lecture Notes in Computer Science
It has been shown recently that the binary reachability of a discrete pushdown timed automaton can be accepted by a 2-tape pushdown acceptor with reversal-bounded counters. ...
A discrete pushdown timed automaton is a pushdown machine with integer-valued clocks. ...
PM: Pushdown machine 2. PA: Pushdown acceptor 3. PCM: Pushdown machine with reversal-bounded counters 4. PCA: Pushdown acceptor with reversal-bounded counters 5. FM: Finite-state machine 6. ...
doi:10.1007/3-540-45678-3_22
fatcat:pleb3eqv5bhwzlwe7mdm2lo5x4
Eliminating the storage tape in reachability constructions
2003
Theoretical Computer Science
It has been shown recently that the binary reachability of a discrete pushdown timed automaton can be accepted by a two-tape pushdown acceptor with reversal-bounded counters. ...
A discrete pushdown timed automaton is a pushdown machine with integer-valued clocks. ...
All models are nondeterministic. (1) PM: Pushdown machine. (2) PA: Pushdown acceptor. ...
doi:10.1016/s0304-3975(02)00545-5
fatcat:fymfxwgclbh33pxrz2t7eobiqy
Page 951 of Mathematical Reviews Vol. 55, Issue 3
[page]
1978
Mathematical Reviews
The analogue of (2) is that any language accepted in linear time by a reversal bounded multitape Turing acceptor can be accepted in real time by a nondeterministic acceptor with three pushdown stores, ...
multitape Turing acceptor can be accepted in real time by a nondeterministic acceptor with three pushdown stores and hence can be expressed as the length-preserving homomorphic image of the intersection ...
On store languages of language acceptors
2018
Theoretical Computer Science
Here many models of language acceptors with various data structures are examined, along with a study of their store languages. ...
It is well known that the "store language" of every pushdown automaton -- the set of store configurations (state and stack contents) that can appear as an intermediate step in accepting computations -- ...
In this paper, the store languages of several models of language acceptors are studied. ...
doi:10.1016/j.tcs.2018.05.036
fatcat:hnzdk34anjdr3jzlbpv7het3xy
Generalizing the Discrete Timed Automaton
[chapter]
2001
Lecture Notes in Computer Science
Extend a PCA acceptor by allowing the machine to have multiple pushdown stacks. ...
For example, if D is a pushdown stack, then loc is the top of the stack; if D is a two-way read-write tape, then loc is the symbol under the read-write head; if D is a queue, then loc is the symbol in ...
doi:10.1007/3-540-44674-5_13
fatcat:nucxl4epofhlplcmoiisj7wsde
Page 1379 of Mathematical Reviews Vol. 52, Issue 4
[page]
1976
Mathematical Reviews
Deterministic writing stack acceptors (dwsa), nonerasing writing stack acceptors (newsa), and nonerasing deterministic writing stack acceptors (nedwsa) are similarly defined from the corresponding two-way ...
A writing stack acceptor (wsa) is a two-way nondeterministic Stack acceptor that is allowed to print (write) on its two-way input tape. ...
Augmenting the discrete timed automaton with other data structures
2002
Theoretical Computer Science
., a pushdown stack, a queue, a read-write worktape, etc.). Let A be a discrete timed automaton and M be a machine in C. ...
Extend a PCA acceptor by allowing the machine to have multiple pushdown stacks. ...
For example, if D is a pushdown stack, then loc is the top of the stack; if D is a two-way read-write tape, then loc is the symbol under the read-write head; if D is a queue, then loc is the symbol in ...
doi:10.1016/s0304-3975(01)00269-9
fatcat:bgf6wtcybvcqlppu5dpb6x7ks4
Pushdown cellular automata
1999
Theoretical Computer Science
A stack augmented generalization of cellular automata, the pushdown cellular automata, are investigated. We are studying the language accepting capabilities of such devices. ...
We study linear arrays of deterministic pushdown automata. Accordingly, our models are called pushdown cellular automata (PDCA) resp. iterative pushdown arrays (IPDA). ...
After finishing the simulation of the first acceptor the result is stored in a special register. Subsequently, the second acceptor is simulated. ...
doi:10.1016/s0304-3975(97)00187-4
fatcat:bob5gxtz65hdxiqn6zzq4x6vai
Pushdown Compression
2008
Symposium on Theoretical Aspects of Computer Science
We prove that Lempel-Ziv is incomparable with pushdown compressors. ...
We compare the performance of the Lempel-Ziv algorithm with that of the pushdown compressors, or compression algorithms that can be implemented with a pushdown transducer. ...
We write |w| for the length of a string w in Σ * . The empty string is denoted by λ. ...
doi:10.4230/lipics.stacs.2008.1332
dblp:conf/stacs/AlbertMMP08
fatcat:ipybgu6r5nbatjnbwrhbodb7pa
Linearity is polynomially decidable for realtime pushdown store automata
1979
Information and Control
Hence "L(M) ~ L" is decidable for M a realtime deterministic pushdown store acceptor and L the language accepted by final state by a single turn deterministic pushdown store acceptor. ...
If M is a realtime deterministic pushdown store acceptor and L(M) is linear context-free, we can construct a realtime single turn deterministic pushdown store automaton _~r with L(M) = L(~I). ...
If c 1 ---~ c 2 and c 2 --->~ c 3 , we write q --+~ c~ and let c --+~ c trivially for any configuration c. ...
doi:10.1016/s0019-9958(79)90134-7
fatcat:p6k4foitfvfmpa47aighxiuacy
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