Examples of the the word, stack , in a Sentence Context
The word ( stack ), is the 4552 most frequently used in English word vocabulary
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- A stack one does not need an empty predicate: instead, one can test whether a, stack ,is empty by testing whether it is equal to Λ. Note that these axioms do not
- Returns a stack instance, with axioms equivalent to * create () ≠ S for any, stack ’S (a newly created stack is distinct from all previous stack s) * empty (
- Is distinct from all previous stack s) * empty (create ()) (a newly created, stack ,is empty) * not empty (push (S, x )) (pushing something into a stack makes
- Lists with hash cons. Instead of create (), a functional definition of a, stack ,ADT may assume the existence of a special stack state, the empty stack
- Important. Such fundamental topics as binary arithmetic, memory allocation, stack ,processing, character set encoding, interrupt processing, and compiler design
- With the following axioms: * top (push (s, x )) = x (pushing an item onto a, stack ,leaves it at the top) * pop (push (s, x )) = s (pop undoes the effect of
- Of an appropriate homo topic machinery one can develop a notion of derived, stack ,as such a preheat on the infinity category of derived affine schemes, which is
- Stack (functional) For example, a complete functional-style definition of a, stack ,ADT could use the three operations: * push: takes a stack state and an
- Its nose to the top of the lunar module still nestled in the S-IVB. The CSM/LM, stack ,then separated from the S-IVB for the trip to the moon. Apollo 10 carried the
- s) s or push (s, x ) s for some x. However, since one cannot obtain such, stack ,states with the given operations, they are assumed" not to exist ". Advantages
- Pop (s),unless s is a stack state returned by a push. Since push leaves the, stack ,non-empty, those two operations are undefined (hence invalid) when s Λ. On
- ADT as parameters. For an example, consider augmenting the definition of the, stack ,ADT with an operation compare (S, T ) that checks whether the stack s S and T
- Defined in many ways and variants, not necessarily equivalent. For example,a, stack ,ADT may or may not have a count operation that tells how many items have been
- Means that every stack is a finite sequence of values, that becomes the empty, stack ,(Λ) after a finite number of pops. By themselves, the axioms above do not
- Software GmbH offers a proprietary implementation of the Applejack protocol, stack , as part of their HELIOS UB2 server. This is essentially a File and Print
- Properties of the ADT that are not changed by the operations. Example: abstract, stack ,(imperative) As another example, an imperative definition of an abstract
- Again to further stabilize the orbit of the Apollo CSM/Apollo Lunar Module, stack ,and prepare for landing at Hadley. Soon thereafter, Scott and Irwin began the
- The effects (and possibly cost) of those operations. For example, an abstract, stack ,data structure could be defined by three operations: push, that inserts some
- Imperative) As another example, an imperative definition of an abstract, stack ,could specify that the state of a stack S can be modified only by the
- Time no matter how many items have been pushed into the stack , and that the, stack ,uses a constant amount of storage for each element. Abstract data types are
- Define a bottom () operation that takes no arguments and returns this special, stack ,state. Note that the axioms imply that In a functional definition of a stack
- The stack states can be thought of as being potential states of a single, stack ,structure, and two stack states that contain the same values in the same order
- To that instance, which is not explicitly notated. For example, the abstract, stack ,above could have been defined with operations push (x) and pop (), that
- Three operations: * push: takes a stack state and an arbitrary value, returns a, stack ,state; with the following axioms: * top (push (s, x )) = x (pushing an item
- These axioms do not define the effect of top (s) or pop (s),unless s is a, stack ,state returned by a push. Since push leaves the stack non-empty, those two
- Definition of a stack ADT could use the three operations: * push: takes a, stack ,state and an arbitrary value, returns a stack state; with the following axioms:
- In some other branches of mathematics, it is customary to assume also that the, stack ,states are only those whose existence can be proved from the axioms in a finite
- A functional definition of a stack ADT may assume the existence of a special, stack ,state, the empty stack , designated by a special symbol like Λ or" () "; or
- For a create operation. Indeed, there is no notion of" stack instance ". The, stack ,states can be thought of as being potential states of a single stack structure
- Be thought of as being potential states of a single stack structure, and two, stack ,states that contain the same values in the same order are considered to be
- Location of the problem forced a rollback to the VAB on January 27, 1971. The, stack ,was returned after repairs well before the final countdown had initiated. A
- Take the same time no matter how many items have been pushed into the, stack , and that the stack uses a constant amount of storage for each element.
- Engine on the Command/Service Module ignited to slow down the CSM/Lunar Module, stack ,into lunar orbit. Following orbit insertion and orbital stabilization, the crew
- Variables, is equivalent to: Here it is implicitly assumed that operations on a, stack ,instance do not modify the state of any other ADT instance, including other
- Into variables, one passes them as arguments to functions. Example: abstract, stack ,(functional) For example, a complete functional-style definition of a stack
- Existence can be proved from the axioms in a finite number of steps. In the, stack ,ADT example above, this rule means that every stack is a finite sequence of
- An imperative definition of an abstract stack could specify that the state of a, stack ’S can be modified only by the operations *push (S, x ), where x is some value
- Of a stack ADT may assume the existence of a special stack state, the empty, stack , designated by a special symbol like Λ or" () "; or define a bottom ()
- Saying that" By making good choices, doing the right thing, we thicken the, stack ,of universes in which versions of us live reasonable lives. When you succeed
- With operations push (x) and pop (), that operate on" the" only existing, stack , ADT definitions in this style can be easily rewritten to admit multiple
- Essentially two Disk II 5.25-inch drives in a single enclosure designed to, stack ,between the computer and the monitor, and a new controller card to run it. This
- Had three networking interface APIs: * AS225 - Is the official Commodore TCP/IP, stack ,API with hard-coded drivers in revision 1 (AS225r1) for the A2065 Ethernet and
- There is no need for a create operation. Indeed, there is no notion of ", stack ,instance ". The stack states can be thought of as being potential states of a
- A Boolean-valued function empty (S) and a create () operation that returns a, stack ,instance, with axioms equivalent to * create () ≠ S for any stack S (a newly
- With axioms equivalent to * create () ≠ S for any stack S (a newly created, stack ,is distinct from all previous stack s) * empty (create ()) (a newly created
- Number of steps. In the stack ADT example above, this rule means that every, stack ,is a finite sequence of values, that becomes the empty stack (Λ) after a
- Stack is empty) * not empty (push (S, x )) (pushing something into a, stack ,makes it non-empty) Single-instance style Sometimes an ADT is defined as if
- Stack state. Note that the axioms imply that In a functional definition of a, stack ,one does not need an empty predicate: instead, one can test whether a stack is
- Values x, y,and any distinct stack s S and T, the sequence is equivalent to. A, stack ,ADT definition usually includes also a Boolean-valued function empty (S) and
- Repeated entry and exit of user-defined functional operands. This avoids the, stack ,setup and take-down for function calls made by APL's built-in operators such
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