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| Teaching Since: | May 2017 |
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MCS,MBA(IT), Pursuing PHD
Devry University
Sep-2004 - Aug-2010
Assistant Financial Analyst
NatSteel Holdings Pte Ltd
Aug-2007 - Jul-2017
If P is a strict preordering, we denote the corresponding indierence relation by I, dened
by xIy () [xP=y & yP=x]. We also write x s y for xIy, and x % y (also y - x) for
[xPy or xIy]. Note that s is both re
exive and symmetric, but it need not be transitive;
and that % is complete, but it need not be transitive. (Can you provide a counterexample
to show that transitivity may fail?) If s is transitive , then % is a complete preordering.
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