Fuzzy Logic

Fuzzy Logic

Lofti Zadeh, ein aus Persien eingewanderter Amerikaner russischer Abstammung, Elektroniker an der Berkeley University, kam in den 60er Jahren auf die Idee, die klassische JA-NEIN-Logik so zu erweitern, daß sie auch Zwischenwerte wie "Vielleicht" zuläßt. So enstand die Fuzzy Logic.

Reservierte Worte

and, any, byte, connect, default, display, end, equation, external, fixed, fragment, from, fuzzy, if, include, initially, is, long, map, max, member, min, none, not, options, or, package, points, project, rule, signed, source, then, to, type, unsigned, var, word

Datentypen

Name Min Max Bits of Precision

unsigned byte 0 225 8

fixed unsigned byte 0 1 8

signed byte -128 127 8

fixed signed byte -1 1 8

unsigned word 0 65535 16

fixed unsigned word 0 1 16

signed word -32768 32767 16

fixed signed word -1 1 16

unsigned long 0 429496795 32

signed long -2147483648 2147483647 32

float -2¹⁰²⁴ 2¹⁰²⁴ 32

Unäre Operatoren der Fuzzy Logik

Name Operator Computes

Logical NOT !,NOT Negation of a premise expression

Binäre Operatoren der Fuzzy Logik

Name Operator Computes

Equal compare ==, =, IS The degree of membership of the variable in the fuzzy set.

Not equal compare !=,<>, IS NOT The degree of membership of the variable in the complement of the fuzzy set, or equivalently, 1 minus the degree of membership of the variable in the fuzzy set.

Or ||, OR The degree of membership for the union of two conditions.

And &&, AND The degree of membership for the intersection of the two conditions.

Assign = Set an output value.

Datentypen
Name	Min	Max	Bits of Precision
unsigned byte	0	225	8
fixed unsigned byte	0	1	8
signed byte	-128	127	8
fixed signed byte	-1	1	8
unsigned word	0	65535	16
fixed unsigned word	0	1	16
signed word	-32768	32767	16
fixed signed word	-1	1	16
unsigned long	0	429496795	32
signed long	-2147483648	2147483647	32
float	-2¹⁰²⁴	2¹⁰²⁴	32

Unäre Operatoren der Fuzzy Logik
Name	Operator	Computes
Logical NOT	!,NOT	Negation of a premise expression

Binäre Operatoren der Fuzzy Logik
Name	Operator	Computes
Equal compare	==, =, IS	The degree of membership of the variable in the fuzzy set.
Not equal compare	!=,<>, IS NOT	The degree of membership of the variable in the complement of the fuzzy set, or equivalently, 1 minus the degree of membership of the variable in the fuzzy set.
Or	\|\|, OR	The degree of membership for the union of two conditions.
And	&&, AND	The degree of membership for the intersection of the two conditions.
Assign	=	Set an output value.