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http://mathforum.org/kb/thread.jspa?messageID=10282604&tstart=0#10282604
Nov 14, 2017 8:43:29 PMNov 14, 2017 8:43:29 PMevansste0Re: Sets of Dependent Boolean Equations
http://mathforum.org/kb/thread.jspa?messageID=10282315&tstart=0#10282315
Thanks for your response to my question, This may be a meat-axe approach, but I have an interpretation.

It seems that]]>Nov 14, 2017 1:20:53 PMNov 14, 2017 1:20:53 PMbenb0Re: Sets of Dependent Boolean Equations
http://mathforum.org/kb/thread.jspa?messageID=10282135&tstart=0#10282135
"~" is NOT, "&" is AND, and "|" is OR. So with]]>Nov 14, 2017 5:44:33 AMNov 14, 2017 5:44:33 AMevansste0Re: Sets of Dependent Boolean Equations
http://mathforum.org/kb/thread.jspa?messageID=10281916&tstart=0#10281916
Last comment for now: Your equations for B = 1 suggest your second original equation is D = (~J&B)|~C. What you've written]]>Nov 13, 2017 9:09:15 PMNov 13, 2017 9:09:15 PMbenb0Re: Sets of Dependent Boolean Equations
http://mathforum.org/kb/thread.jspa?messageID=10281554&tstart=0#10281554
Will look at this but here's a question on notation: Does "|" mean "excluding" as in "C not J", or does it mean "assuming" as in "C]]>Nov 13, 2017 1:22:36 PMNov 13, 2017 1:22:36 PMbenb0Sets of Dependent Boolean Equations
http://mathforum.org/kb/thread.jspa?messageID=10281271&tstart=0#10281271
A = ~B&C|J D =]]>Nov 12, 2017 7:00:52 PMNov 12, 2017 7:00:52 PMevansste5The Change Depends on the Direction of the Motion: The Gradient<br> Vector and
http://mathforum.org/kb/thread.jspa?messageID=10217933&tstart=0#10217933
Aug 27, 2017 11:19:16 AMAug 27, 2017 11:19:16 AMsoleimani_gh@hotmail.com0max and min of an equation
http://mathforum.org/kb/thread.jspa?messageID=10016087&tstart=0#10016087
Q=SUM(ABS(B-Ai)) has the Qmax and Qmin values if 0<B<1 0<=Ai<=1 and SUM(A1:Ak)=1 when i is a]]>Nov 8, 2016 1:20:00 AMNov 8, 2016 1:20:00 AMPawel Wembley0Possible close form of inputted number
http://mathforum.org/kb/thread.jspa?messageID=9747966&tstart=0#9747966
Apr 16, 2015 8:22:53 AMApr 16, 2015 8:22:53 AMthomasinventions@yahoo.com0Exam questions
http://mathforum.org/kb/thread.jspa?messageID=9693533&tstart=0#9693533
Feb 1, 2015 10:35:18 AMFeb 1, 2015 10:35:18 AMkrose0