Catalogue Search | MBRL
Search Results Heading
Explore the vast range of titles available.
MBRLSearchResults
-
DisciplineDiscipline
-
Is Peer ReviewedIs Peer Reviewed
-
Series TitleSeries Title
-
Reading LevelReading Level
-
YearFrom:-To:
-
More FiltersMore FiltersContent TypeItem TypeIs Full-Text AvailableSubjectCountry Of PublicationPublisherSourceTarget AudienceDonorLanguagePlace of PublicationContributorsLocation
Done
Filters
Reset
35,767
result(s) for
"Decision problem"
Sort by:
The Bounded and Precise Word Problems for Presentations of Groups
by
Ivanov, S. V.
in
Geometric group theory [See also 05C25, 20E08, 57Mxx]
,
Group theory and generalizations
,
Presentations of groups (Mathematics)
2020
We introduce and study the bounded word problem and the precise word problem for groups given by means of generators and defining
relations. For example, for every finitely presented group, the bounded word problem is in
Multiple-criteria decision analysis process by using prospect decision theory in interval-valued neutrosophic environment
2020
This study intends to present an innovative study for ranking the alternatives in multiple-criteria decision analysis (MCDA) problems under the interval-valued neutrosophic soft set (IVNSS) environment. In this study, to illustrate the notion of objective and subjective weight, the prospect decision theory (PDT) performs an imperative role in determining decision-making problems. PDT predicts human behaviour in terms of gains and losses and considers the expected utility relation to a reference point rather than complete outcomes. In the analysis of merged criteria weight and the prospect decision-making matrix, the authors get a new dimension level for ranking the array of alternatives. This manuscript provides an improved score function (SF) to convert the interval-valued membership grades of truth, indeterminacy and falsity into a mathematical and computational value. The advantage of this method is that it merges the objective and subjective weight during the proposed method. They propose an algorithm based on the SF to determine MCDA problems with IVNSSs. They illustrate a case study and provide various comparative analyses to show its significance over existing studies.
Journal Article
Cylindrical neutrosophic single-valued number and its application in networking problem, multi-criterion group decision-making problem and graph theory
by
Chakraborty, Avishek
,
Alam, Shariful
,
Mahata, Animesh
in
Accuracy
,
Beneficiaries
,
C1140E Game theory
2020
In this study, the authors envisage the neutrosophic number from various distinct rational perspectives and viewpoints to give it a look of a conundrum. They focused and analysed neutrosophic fuzzy numbers when indeterminacy and falsity functions are dependent on each other, which serves an indispensable role for the uncertainty concept. Additionally, the idea of cylindrical neutrosophic single-valued number is focused here, when the indeterminacy and falsity functions are dependent to each other using an influx of different logical and innovative graphical representation. They also developed the score and accuracy function for this particular cylindrical neutrosophic single-valued number and analysed some real-life problems like networking critical path model problem and minimal spanning tree problem of operation research field when the numbers are in cylindrical neutrosophic ambiance. They also introduced a multi-criterion group decision-making problem in this cylindrical neutrosophic domain. This noble thought will help us to solve a plethora of daily life problems in the neutrosophic arena.
Journal Article
Multiple Attribute Decision Making
by
Huang, Jih-Jeng
,
Tzeng, Gwo-Hshiung
in
Fuzzy sets
,
Fuzzy-Set-Theorie
,
Multikriterielle Entscheidungsanalyse
2011
A compilation of modern decision-making techniques, this reference focuses on the fuzzy set approach to multiple attribute decision making (MADM). Drawing on their extensive experience, the authors present methods and real-life applications of MADM techniques that can be used in decision analysis. The methods section of the text explains the theory of each method and includes numerical examples that can be calculated without a computer, providing a complete understanding of the procedures. The application section explores how methods such as DEMATEL, TOPSIS, and VIKOR can be used to solve real-world MADM problems.
Master your mind : counterintuitive strategies to refocus and re-energize your runaway brain
by
Seip, Roger, 1970- author
,
Zbierski, Robb, 1976- author
in
Decision making.
,
Problem solving.
,
BUSINESS & ECONOMICS / Decision-Making & Problem Solving.
2019
\"Every businessperson wants better results; faster growth, more revenue, greater efficiency, less wasted energy. Top level performance is the holy grail at all levels of business, but in order to achieve these results, people must learn to strategically slow down to a snail's pace to achieve results at rocket speed. Master Your Mind will teach readers to slow down their brain, to create the optimal performance thought patterns. When people \"slow down\" they become exponentially more creative and effective than those who are just trying to run the hamster wheel faster. This ends up creating energy, revenue, and health results that feel fantastic and become self-sustaining\"-- Provided by publisher.
Hierarchical decision-making problems: Modeling and solutions
by
Ostrowska, Teresa
,
Krupa, Tadeusz
in
cumulative value of problem decision
,
flat and hierarchical decision problem
,
inner and inter-territorial a priori contradictory elementary decisions formalization of decision making process in hierarchical structure
2016
Article illustrates the state of the work conducted at the Faculty of Management Warsaw University of Technology on the issue of modeling hierarchical decision-making problems in the context of administrative and infrastructural conditions of the various forms of public safety. The aim is to develop a universal methodology of conduct for the management needs of the public administration, whose powers are focused on maintaining the continuity of the critical infrastructure of the State. The key issues covered by the article are: modeling of hierarchical issues and decision-making processes in the multi-layered organizational structures; harmonization of scales significance of decisionmaking areas with significance weights of elementary decisions in these decision areas; and a priori contradictions of elementary decisions from different decision areas and value assessments of taken problem decisions.
Journal Article