Propositions
Propositional logic is about true/false statements.

For example -- software requirements.

To specify requirements we need to make statements about
    the world as is (NAT)
    the world as it should be (REQ)
    the behavior of the computer (SPEC).
  Correct SPEC:
      if  NAT and SPEC then REQ.
     (1): NAT /\ SPEC -> REQ.

But the above (1) is not enough.
 	Is it possible?
		NAT consistent.
		REQ consistent.
	Any loopholes?
		REQ covers all cases.
    (more on these properties later)

chapter 1.1: any questions?

What notations  for logic do you know already?
	Book	/\ \/ -> 
	Boole	+ - <=
	C/C++	&& || ! <=
	Pascal	and or not
	Prolog	, ; not
	MATHS	and or not if_then_
	And/Or Tables
	Karnaugh Maps
	OBDDs
	data structures
	etc.

Process:
   declarative sentences ----->
      abbreviation scheme + formulae.
Exercises
   http://www.csci.csusb.edu/dick/cs656/lunch.html
   From book 1.1

Lab:
	Complete Lab 01 if unable to logi before!
	Pfau lib WEBPAC
	  http://webpac.lib.csusb.edu/
		and search for General Keyword "Propositional Calculus"
		and Periodical....Title "Software Engineering"
	ACM digital library
	  http://www.acm.org/dl/
		and seaarch for "Formal Methods"
	If time spare look at my personal introduction to logic:
		http://www.csci.csusb.edu/dick/maths/logic_0_Intro.html
		http://www.csci.csusb.edu/dick/maths/intro_logic.html

Assigned work. #5 in exs1.1 p5..6.

Next:
     Introduction to Proof Techniques
	Motivate
	Tabulate
     Idea of Natural Deduction
    Study Chapter 1.2: Proofs. Exercises 1.2 .. 1.6


http://www.csci.csusb.edu/dick/cs656/class/03.html