Predecessors Of The Delaware And Hudson Railway
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Predecessors Of The Delaware And Hudson Railway
Predecessor may refer to: * Precursor (religion), a holy person announcing the approaching appearance of a prophet * Predecessor (graph theory), a term in graph theory * Predecessor problem In computer science, the predecessor problem involves maintaining a set of items to, given an element, efficiently query which element precedes or succeeds that element in an order. Data structures used to solve the problem include balanced bin ..., a problem in theoretical computer science * ''Predecessor'' (video game), a 2024 video game {{disambiguation ...
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Precursor (religion)
In religion, a precursor, also known as forerunner, predecessor, harbinger or herald, is a holy person who announced the approaching appearance of a central figure of the religion or who identified a central figure of the religion during the latter's childhood. List of precursors *Asita in BuddhismKohn, Sherab Chodzin (2009). A Life of the Buddha'. Shambhala Publications. . pp. 5-6. *John the Baptist in Christianity *Bahira or Sergius in IslamAbel, A.Baḥīrā. ''Encyclopaedia of Islam''. Brill. Brill Online, 2007 *Shaykh Ahmad, forerunner of Bábism (in the Bábí-Bahá'í view) *Sayyid Kazim Rashti, forerunner of Bábism (in the Bábí-Bahá'í view) *Báb, forerunner and herald of the Bahá'í Faith (in the Bahá'í view) See also * List of founders of religious traditions References

{{Precursors in religion Precursors in religion, ...
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Predecessor (graph Theory)
This is a glossary of graph theory. Graph theory is the study of graphs, systems of nodes or vertices connected in pairs by lines or edges. Symbols A B C D E F G H I J K L M ...
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Predecessor Problem
In computer science, the predecessor problem involves maintaining a set of items to, given an element, efficiently query which element precedes or succeeds that element in an order. Data structures used to solve the problem include balanced binary search trees, van Emde Boas trees, and fusion trees. In the static predecessor problem, the set of elements does not change, but in the dynamic predecessor problem, insertions into and deletions from the set are allowed. The predecessor problem is a simple case of the nearest neighbor problem, and data structures that solve it have applications in problems like integer sorting. Definition The problem consists of maintaining a set , which contains a subset of integers. Each of these integers can be stored with a word size of , implying that U \le 2^w. Data structures that solve the problem support these operations: * predecessor(x), which returns the largest element in strictly smaller than * successor(x), which returns the ...
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