Submit Search
Upload
Ch 6 test (text) unit 2 handout unit 1 handout
•
0 likes
•
862 views
R
RyanWatt
Follow
Report
Share
Report
Share
1 of 36
Download now
Download to read offline
Recommended
Fuzzy logic is an alternate approach for quantifying uncertainty relating to activity duration. The fuzzy version of the backward recursion has been shown to produce results that incorrectly amplify the level of uncertainty. However, the fuzzy version of the forward recursion has been widely proposed as an approach for determining the fuzzy set of critical path lengths. In this paper, the direct application of the extension principle leads to a proposition that must be satisfied in fuzzy critical path analysis. Using a counterexample it is demonstrated that the fuzzy forward recursion when discrete fuzzy sets are used to represent activity durations produces results that are not consistent with the theory presented. The problem is shown to be the application of the fuzzy maximum. Several methods presented in the literature are described and shown to provide results that are consistent with the extension principle.
A Counterexample to the Forward Recursion in Fuzzy Critical Path Analysis Und...
A Counterexample to the Forward Recursion in Fuzzy Critical Path Analysis Und...
ijfls
Dec.10 Counterexamples
Dec.10 Counterexamples
RyanWatt
This is the original keynote file for my talk at the Smart Disclosure Summit in Washington DC on March 30, 2012. I will upload a PDF with notes separately.
The Future of Smart Disclosure
The Future of Smart Disclosure
Tim O'Reilly
Runaway complexity in Big Data... and a plan to stop it
Runaway complexity in Big Data... and a plan to stop it
nathanmarz
Conditional Statements
Conditional Statements
micdsram
Ch 5 test (text) unit3 review (text) unit 1 test (text)
Ch 5 test (text) unit3 review (text) unit 1 test (text)
RyanWatt
Ch 4 test (text) unit 2 test (text) unit 1 test(text)
Ch 4 test (text) unit 2 test (text) unit 1 test(text)
RyanWatt
Ch 3 test (text) unit 3 test (text) unit 3 handout
Ch 3 test (text) unit 3 test (text) unit 3 handout
RyanWatt
Recommended
Fuzzy logic is an alternate approach for quantifying uncertainty relating to activity duration. The fuzzy version of the backward recursion has been shown to produce results that incorrectly amplify the level of uncertainty. However, the fuzzy version of the forward recursion has been widely proposed as an approach for determining the fuzzy set of critical path lengths. In this paper, the direct application of the extension principle leads to a proposition that must be satisfied in fuzzy critical path analysis. Using a counterexample it is demonstrated that the fuzzy forward recursion when discrete fuzzy sets are used to represent activity durations produces results that are not consistent with the theory presented. The problem is shown to be the application of the fuzzy maximum. Several methods presented in the literature are described and shown to provide results that are consistent with the extension principle.
A Counterexample to the Forward Recursion in Fuzzy Critical Path Analysis Und...
A Counterexample to the Forward Recursion in Fuzzy Critical Path Analysis Und...
ijfls
Dec.10 Counterexamples
Dec.10 Counterexamples
RyanWatt
This is the original keynote file for my talk at the Smart Disclosure Summit in Washington DC on March 30, 2012. I will upload a PDF with notes separately.
The Future of Smart Disclosure
The Future of Smart Disclosure
Tim O'Reilly
Runaway complexity in Big Data... and a plan to stop it
Runaway complexity in Big Data... and a plan to stop it
nathanmarz
Conditional Statements
Conditional Statements
micdsram
Ch 5 test (text) unit3 review (text) unit 1 test (text)
Ch 5 test (text) unit3 review (text) unit 1 test (text)
RyanWatt
Ch 4 test (text) unit 2 test (text) unit 1 test(text)
Ch 4 test (text) unit 2 test (text) unit 1 test(text)
RyanWatt
Ch 3 test (text) unit 3 test (text) unit 3 handout
Ch 3 test (text) unit 3 test (text) unit 3 handout
RyanWatt
Ch 2 test(text) ch 2 review(text) unit 1 review(text)
Ch 2 test(text) ch 2 review(text) unit 1 review(text)
RyanWatt
10.1 slideshare
10.1 slideshare
RyanWatt
Ch 7 Review March 18
Ch 7 Review March 18
RyanWatt
Quadratic Function Presentation
Quadratic Function Presentation
RyanWatt
Circlegeo
Circlegeo
RyanWatt
Algebra Electronic Presentation Expert Voices F I N A L
Algebra Electronic Presentation Expert Voices F I N A L
RyanWatt
Math Presentation
Math Presentation
RyanWatt
Graphing Rational Functions 2
Graphing Rational Functions 2
RyanWatt
Graphing Rational Functions
Graphing Rational Functions
RyanWatt
Jan. 8 Remainder Theorem
Jan. 8 Remainder Theorem
RyanWatt
Jan. 8 Synthetic Division
Jan. 8 Synthetic Division
RyanWatt
Jan. 7 Composite Functions And Domain
Jan. 7 Composite Functions And Domain
RyanWatt
Jan. 8 Ch.4 Test Review
Jan. 8 Ch.4 Test Review
RyanWatt
Jan. 13 polynonial sketching
Jan. 13 polynonial sketching
RyanWatt
Jan. 12 Binomial Factor Theorm
Jan. 12 Binomial Factor Theorm
RyanWatt
Jan. 6 Inverse Functions
Jan. 6 Inverse Functions
RyanWatt
Jan. 5 Similar Polygons
Jan. 5 Similar Polygons
RyanWatt
Jan. 4 Function L1
Jan. 4 Function L1
RyanWatt
Precal30 S June08
Precal30 S June08
RyanWatt
Dec 17 Simple Interest
Dec 17 Simple Interest
RyanWatt
More Related Content
More from RyanWatt
Ch 2 test(text) ch 2 review(text) unit 1 review(text)
Ch 2 test(text) ch 2 review(text) unit 1 review(text)
RyanWatt
10.1 slideshare
10.1 slideshare
RyanWatt
Ch 7 Review March 18
Ch 7 Review March 18
RyanWatt
Quadratic Function Presentation
Quadratic Function Presentation
RyanWatt
Circlegeo
Circlegeo
RyanWatt
Algebra Electronic Presentation Expert Voices F I N A L
Algebra Electronic Presentation Expert Voices F I N A L
RyanWatt
Math Presentation
Math Presentation
RyanWatt
Graphing Rational Functions 2
Graphing Rational Functions 2
RyanWatt
Graphing Rational Functions
Graphing Rational Functions
RyanWatt
Jan. 8 Remainder Theorem
Jan. 8 Remainder Theorem
RyanWatt
Jan. 8 Synthetic Division
Jan. 8 Synthetic Division
RyanWatt
Jan. 7 Composite Functions And Domain
Jan. 7 Composite Functions And Domain
RyanWatt
Jan. 8 Ch.4 Test Review
Jan. 8 Ch.4 Test Review
RyanWatt
Jan. 13 polynonial sketching
Jan. 13 polynonial sketching
RyanWatt
Jan. 12 Binomial Factor Theorm
Jan. 12 Binomial Factor Theorm
RyanWatt
Jan. 6 Inverse Functions
Jan. 6 Inverse Functions
RyanWatt
Jan. 5 Similar Polygons
Jan. 5 Similar Polygons
RyanWatt
Jan. 4 Function L1
Jan. 4 Function L1
RyanWatt
Precal30 S June08
Precal30 S June08
RyanWatt
Dec 17 Simple Interest
Dec 17 Simple Interest
RyanWatt
More from RyanWatt
(20)
Ch 2 test(text) ch 2 review(text) unit 1 review(text)
Ch 2 test(text) ch 2 review(text) unit 1 review(text)
10.1 slideshare
10.1 slideshare
Ch 7 Review March 18
Ch 7 Review March 18
Quadratic Function Presentation
Quadratic Function Presentation
Circlegeo
Circlegeo
Algebra Electronic Presentation Expert Voices F I N A L
Algebra Electronic Presentation Expert Voices F I N A L
Math Presentation
Math Presentation
Graphing Rational Functions 2
Graphing Rational Functions 2
Graphing Rational Functions
Graphing Rational Functions
Jan. 8 Remainder Theorem
Jan. 8 Remainder Theorem
Jan. 8 Synthetic Division
Jan. 8 Synthetic Division
Jan. 7 Composite Functions And Domain
Jan. 7 Composite Functions And Domain
Jan. 8 Ch.4 Test Review
Jan. 8 Ch.4 Test Review
Jan. 13 polynonial sketching
Jan. 13 polynonial sketching
Jan. 12 Binomial Factor Theorm
Jan. 12 Binomial Factor Theorm
Jan. 6 Inverse Functions
Jan. 6 Inverse Functions
Jan. 5 Similar Polygons
Jan. 5 Similar Polygons
Jan. 4 Function L1
Jan. 4 Function L1
Precal30 S June08
Precal30 S June08
Dec 17 Simple Interest
Dec 17 Simple Interest
Download now