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Marine and Petroleum Geology, ISSN 0264-8172, 2011, Volume 28, Issue 2, pp. 361 - 380
This study characterizes cored and logged sedimentary strata from the February 2007 BP Exploration Alaska, Department of Energy, U.S. Geological Survey... 
Grain size | Gas hydrate | Milne Point | Sagavanirktok Formation | Mineralogy | Porosity | Permeability | Physical properties | GEOSCIENCES, MULTIDISCIPLINARY | Intervals | Sand | Gas hydrates | Sediments | Density
Journal Article
Western Journal of Communication, ISSN 1057-0314, 03/2020, Volume 84, Issue 2, pp. 168 - 185
This essay analyzes Elbert Hubbard's 1911 Orpheum Vaudeville as I Have Found It, a nationally distributed advertisement for the Orpheum vaudeville circuit.... 
Therapeutic Rhetoric | Progressive Era | Arts and Crafts Movement | Vaudeville | Capitalism
Journal Article
1995, Theory and decision library. Series B, Mathematical and statistical methods, ISBN 0792331753, Volume 30, xi, 346
Book
2000, 2nd ed., ISBN 9780849316593, 373
Book
1987, 1st ed. --, The Random House/Birkhäuser mathematics series, ISBN 9780394356112, viii, 355
Book
2015, ISBN 1612493688, viii, 384 pages
"Like most good educational interventions, problem-based learning (PBL) did not grow out of theory, but out of a practical problem. Medical students were... 
Problem-based learning | Barrows, Howard S., 1928 | College teaching
Book
2016, Monographs and Research Notes in Mathematics, ISBN 9781498735278, 254
This mongraph is on the topic of type-2 fuzzy sets from a mathematical as opposed to an engineering perspective. It will be of interest to mathematicians who... 
Fuzzy sets | Mathematics | Set Theory | Applied Mathematics | Algebra | Heyting algebras
eBook
Algebra universalis, ISSN 0002-5240, 6/2018, Volume 79, Issue 2, pp. 1 - 31
For L a complete lattice L and $$\mathfrak {X}=(X,(R_i)_I)$$ X=(X,(Ri)I) a relational structure, we introduce the convolution algebra $$L^{\mathfrak {X}}$$ LX... 
Relation algebra | 06D20 | Complex algebra | Heyting algebra | Algebra | Boolean algebra with operators | Convolution | Kripke frame | Type-2 truth value algebra | Mathematics | 03B45 | 03G10 | MATHEMATICS
Journal Article
Fuzzy Sets and Systems, ISSN 0165-0114, 02/2014, Volume 236, pp. 33 - 49
The algebra of truth values for fuzzy sets of type-2 consists of all mappings from the unit interval into itself, with operations certain convolutions of these... 
Type-2 fuzzy sets | Irreducible elements | Automorphisms | Lattices | MORGAN | MATHEMATICS, APPLIED | FUZZY TRUTH VALUES | ALGEBRA | SETS | STATISTICS & PROBABILITY | COMPUTER SCIENCE, THEORY & METHODS | CONVEX NORMAL FUNCTIONS | Algebra | Fuzzy logic | Intervals | Mathematical analysis | Fuzzy set theory | Mapping | Fuzzy | Counting
Journal Article
International Journal of Uncertainty, Fuzziness and Knowlege-Based Systems, ISSN 0218-4885, 12/2015, Volume 23, pp. 31 - 42
The main concern of this paper is with the equations satisfied by the algebra of truth values of type-2 fuzzy sets. That algebra has elements all mappings from... 
equational basis | locally finite | variety | Type-2 fuzzy set | convolution | semilattice | truth value algebra | COMPUTER SCIENCE, ARTIFICIAL INTELLIGENCE
Journal Article
International Journal of Intelligent Systems, ISSN 0884-8173, 03/2016, Volume 31, Issue 3, pp. 257 - 275
The algebra of truth values of type‐2 fuzzy sets is the set of maps from the unit interval to itself with convolution ordering. In applications of type‐2 fuzzy... 
FUZZY TRUTH VALUES | ALGEBRA | COMPUTER SCIENCE, ARTIFICIAL INTELLIGENCE | Fuzzy logic | Fuzzy sets | Algebra | Intervals | Convolution | Maps | Monotone functions | Lattices | Fuzzy set theory | Representations
Journal Article
International Journal of Uncertainty, Fuzziness and Knowlege-Based Systems, ISSN 0218-4885, 04/2015, Volume 23, Issue 2, pp. 193 - 219
The elements of the truth value algebra of type-2 fuzzy sets are the mappings of the unit interval into itself, with operations given by various convolutions... 
Truth value algebra of type-2 fuzzy sets | Bisemilattice | Lattice | Partial order | bisemilattice | partial order | CONVEX NORMAL FUNCTIONS | lattice | COMPUTER SCIENCE, ARTIFICIAL INTELLIGENCE
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