A Brief Analysis and Interpretation on Arithmetic Operations of Fuzzy Numbers
Fuzzy set theory is a generalized form of crisp set theory where elements are binary inclusion forms. In fuzzy set, it differs with degree of membership for every element in the set. There are several strategies for arithmetic operations on fuzzy numbers.
Asesh Kumar Mukherjee +4 more
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Recruitment of the premotor cortex during arithmetic operations by the monkey [PDF]
Arithmetic operations are complex mental processes rooted in the abstract concept of numerosity. Despite the significance, the neural architecture responsible for these operations has remained largely uncharted. In this study, we explored the presence of
Sumito Okuyama +2 more
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Performing Arithmetic Operations with Locally Homogeneous Spiking Neural P Systems
The parallelism of rule execution in membrane computing provides support for improving computational efficiency. Membrane computing models have been applied in many fields.
Xu Zhang +3 more
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Add, subtract and multiply: Meta-analyses of brain correlates of arithmetic operations in children and adults [PDF]
Mathematical operations are cognitive actions we take to calculate relations among numbers. Arithmetic operations, addition, subtraction, multiplication, and division are elemental in education.
Asya Istomina, Marie Arsalidou
doaj +2 more sources
New Arithmetic Operations of Non-Normal Fuzzy Sets Using Compatibility
The new arithmetic operations of non-normal fuzzy sets are studied in this paper by using the extension principle and considering the general aggregation function. Usually, the aggregation functions are taken to be the minimum function or t-norms.
Hsien-Chung Wu
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Spiking Neural P Systems for Basic Arithmetic Operations
As a novel biological computing device, the Spiking Neural P system (SNPS) has powerful computing potential. The application of SNPS in the field of arithmetic operation has been a hot research topic in recent years. Researchers have proposed methods and
Xiong Chen, Ping Guo
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Conceptual Integration of Arithmetic Operations With Real-World Knowledge: Evidence From Event-Related Potentials. [PDF]
Guthormsen AM +5 more
europepmc +3 more sources
Cyclic Arithmetic and Combinatorial Operations
Despite the ubiquity of the rings ℤ as the finite, cyclic models of integer arithmetic, it is rather less well-known that cyclic models of (positive) arithmetic with exponentiation exist only for cycle length 1, 2, 6, 42, and 1806.
Marcel Jackson (9481520) +1 more
core +2 more sources
Uncertainties Associated with Arithmetic Map Operations in GIS
Arithmetic map operations are very common procedures used in GIS to combine raster maps resulting in a new and improved raster map. It is essential that this new map be accompanied by an assessment of uncertainty.
JORGE K. YAMAMOTO +3 more
doaj +2 more sources
Data exchange with arithmetic operations
Data exchange is the problem of transforming data structured under a source schema into data structured under a target schema, taking into account structural relationships between the two schemas, which are described by a schema mapping.
Othman, Walied +5 more
core +3 more sources

