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Word(s) in meaning: chat  "global warming"
Postal codes: USA: 81657, Canada: T5A 0A7

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What does POSET stand for?

Partially Ordered Set (mathematics)


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This definition appears very rarely and is found in the following Acronym Finder categories:
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Packet Over SONET (Synchronous Optical Network) Double Wide
Palm Operating System Emulator
Picture-Oriented Software Engineering
Portable Operating System Environment
Problem-Oriented Software Engineering
Profit or Savings Enterprise (Cleveland, OH)
Pratt Organization of Student Employees/United Auto Workers (Brooklyn, NY)
Program Office Safety and Environmental Cost System
Pipeline Optimisation System for the Engineering and Intelligent Design of Operational Networks (UK)
Power Optimization and Simulation: Efficient Strategies In Deep Sub-Micron CMOS (Complementary Metal-Oxide Semiconductor)
Play-Offs Semi-Final (soccer)
Ports Of Support File
Public Officers Superannuation Fund (pensions; Papua New Guinea)
Podlaski Oddzial Strazy Granicznej (Polish: Podlaski Border Guard Division; Podlachia, Poland)
Post Office Services Group
Post Oak Savannah Groundwater Conservation District (Texas)
Port of Spain General Hospital
Parents for Objective Science and History
People of Stupid Habits
Plain Old Semantic HTML



Samples in periodicals archive:
Their topics include contraction mappings, fixed point theorems in partially ordered sets, topological fixed point theorems, variational and quasivariational inequalities in topological vectors spaces and generalized games, best approximations and fixed point theorems for set-valued mappings in topological vector spaces, degree theories for set-valued mappings, and nonexpansive types of mappings and fixed-point theorems in locally convex topological vector spaces.
Thanks in part to him, we have this theorem: Every nonempty partially ordered set in which every chain (i.
00 Paperback Contemporary mathematics; 423 QA167 These proceedings from the August 2005 conference include both original research and survey articles, focusing on interactions of combinatories with other branches of mathematics, such as commutative algebra, algebraic geometry, convex and discrete geometry, enumerative geometry, and topology of complexes and partially ordered sets.

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