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دانلود کتاب، جزوه، تحقیق | مرجع دانشجوییپاورپوینت در مورد توابع عضویت
لینک دانلود و خرید پایین توضیحات
دسته بندی : پاورپوینت
نوع فایل : .ppt ( قابل ویرایش و آماده پرینت )
تعداد اسلاید : 28 اسلاید
قسمتی از متن .ppt :
15/10/1438
1
Fuzzy Sets: Outline
Introduction
Basic definitions and terminology
Set-theoretic operations
MF formulation and parameterization
MFs of one and two dimensions
Derivatives of parameterized MFs
More on fuzzy union, intersection, and complement
Fuzzy complement
Fuzzy intersection and union
Parameterized T-norm and T-conorm
15/10/1438
2
Fuzzy Sets
Sets with fuzzy boundaries
A = Set of tall people
Membership
function
height
5’10’’
6’2’’
.5
.9
Fuzzy set A
1.0
15/10/1438
3
Membership Functions (MFs)
Characteristics of MFs:
Subjective measures
Not probability functions
MFs
Heights
5’10’’
.5
.8
.1
“tall” in Asia
“tall” in the US
15/10/1438
4
Fuzzy Sets
Formal definition:
A fuzzy set A in X is expressed as a set of ordered pairs:
Universe or
universe of discourse
Fuzzy set
Membership
function
(MF)
A fuzzy set is totally characterized by a
membership function (MF).
پاورپوینت در مورد توابع عضویت
لینک دانلود و خرید پایین توضیحات
دسته بندی : پاورپوینت
نوع فایل : .ppt ( قابل ویرایش و آماده پرینت )
تعداد اسلاید : 28 اسلاید
قسمتی از متن .ppt :
14/10/1438
1
Fuzzy Sets: Outline
Introduction
Basic definitions and terminology
Set-theoretic operations
MF formulation and parameterization
MFs of one and two dimensions
Derivatives of parameterized MFs
More on fuzzy union, intersection, and complement
Fuzzy complement
Fuzzy intersection and union
Parameterized T-norm and T-conorm
14/10/1438
2
Fuzzy Sets
Sets with fuzzy boundaries
A = Set of tall people
Membership
function
height
5’10’’
6’2’’
.5
.9
Fuzzy set A
1.0
14/10/1438
3
Membership Functions (MFs)
Characteristics of MFs:
Subjective measures
Not probability functions
MFs
Heights
5’10’’
.5
.8
.1
“tall” in Asia
“tall” in the US
14/10/1438
4
Fuzzy Sets
Formal definition:
A fuzzy set A in X is expressed as a set of ordered pairs:
Universe or
universe of discourse
Fuzzy set
Membership
function
(MF)
A fuzzy set is totally characterized by a
membership function (MF).