If the expressions in four, five, or six variables are used, it will be more confused and also leads to many errors designing test cases there are bugs in the routine which is testing
Karnaugh Veith chart reduces boolean algebraic manipulations to graphical details
Beyond six variables these diagrams get cumbersome (weight) and may not be effective
Single Variable
Two Variables
Three Variables
Four Variables and More
Single Variable:
Image shows all the boolean functions of a single variable and their and their equivalent representation as
KV chart
The charts show all possible truth values that the variable A can have
A "1" means the variable's value is "1" or TRUE. A "0" means that variables value is 0 or FALSE
The entry in the box (0 or 1) specifies is true or false for that value of the variable
Do not explicitly put in 0 entries but specify only the conditions under which the function is true
Two Variables:
Each box corresponds to the combination of values of the variables for the row and column of that box
A pair may be adjacent either horizontally or vertically but not diagonally
Any variable that changes in either the horizontal or vertical direction does not appear in the expression
In the fifth chart, the B variable changes from 0 to 1 going down the column, and because the A variables value for column is 1, the chart is equivalent to simple A
Three Variables:
Image shows KV charts for three variables
As before, each box represents an elementary term of three variables with a bar appearing according to whether the row-column heading for that box is 0 or 1
A three variable chart can have grouping of 1, 2, 4 and 8 boxes
A few examples will illustrate the principles
Notice that there are several ways to circle the boxes into maximum sized covering groups
A for variable KV Chart and other possible adjacencies is shown in the image
Adjacencies can now consist of 1,2,4,8 and 16 boxes and the terms resulting will have 4,3,2,1 and 0's in them respectively
Image shows KV charts for three variables
As before, each box represents an elementary term of three variables with a bar appearing according to whether the row-column heading for that box is 0 or 1
A three variable chart can have grouping of 1, 2, 4 and 8 boxes
A few examples will illustrate the principles
Notice that there are several ways to circle the boxes into maximum sized covering groups
Four Variables and More:
A for variable KV Chart and other possible adjacencies is shown in the image
Adjacencies can now consist of 1,2,4,8 and 16 boxes and the terms resulting will have 4,3,2,1 and 0's in them respectively
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