In this paper we introduce the class of strongly decomposable discrete sets and give an efficient algorithm for reconstructing discrete sets of this class from four projections. It is also shown that every Q-convex se...
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The plaint system is determinated upto a generator function. Choosing this function, we get the conjunctive, disjunctive (t-norm and t-conorm), aggregation (uni-norm) operators and all type of unary operators, i.e. ne...
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We introduce a novel representation for the graph colouring problem, called the Integer Merge Model, which aims to reduce the time complexity of graph colouring algorithms. Moreover, this model provides useful informa...
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We give a new representation theorem of the negation based on the generator function of the strict operator. We study a certain class of strict monotone operators which build DeMorgan class with infinite negations. We...
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Optical Coherence Tomography (OCT) has become a basic non-invasive tool in diagnosing and following different types of eye diseases. This technique can produce high-resolution cross-sectional images of retinal layers....
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We give a new representation theorem of the negation based on the generator function of the strict operator. We study a certain class of strict monotone operators which build DeMorgan class with infinite negations. We...
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ISBN:
(纸本)9781424476527
We give a new representation theorem of the negation based on the generator function of the strict operator. We study a certain class of strict monotone operators which build DeMorgan class with infinite negations. We show that the necessary and sufficient condition for this operator class is f_c(x)f_d(x) = 1), where f_c(x) and f_d(x) are the generator function of the conjunctive and disjunctive operators. In the second part of the article we examine the relationship between Dombi's aggregative operators, uninorms and strict, continuous t-norms and t-conorms. We show that the class of representable uninorms is equivalent to the class of those uninorms which are also aggregative operators. We give new representation theorems for strong negations, and discuss the correspondence between strong negations, aggregative operators and strict, continuous (logical) operators. We show that in this system the four operators (conjunction, disjunction, aggregation, negation) can be described using only one generator function.
Single-image generative adversarial networks learn from the internal distribution of a single training example to generate variations of it, removing the need of a large dataset. In this paper we introduce SpecSinGAN,...
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The plaint system is determinated upto a generator function. Choosing this function, we get the conjunctive, disjunctive (t-norm and t-conorm), aggregation (uni-norm) operators and all type of unary operators, i.e. ne...
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The plaint system is determinated upto a generator function. Choosing this function, we get the conjunctive, disjunctive (t-norm and t-conorm), aggregation (uni-norm) operators and all type of unary operators, i.e. negation, hedges, sharpness operators, even the membership (distending) function. Special case of the pliant systems is the Dombi operator. Pliant control system (PCS) is derived from the fuzzy control system by replacing their elements with pliant components. In this article we show that PCS much more efficient, compare to fuzzy control system. The number of the rules drastically decrease while the speed increases.
Infocommunications is a new developing sector of the economy based on the integration of information and telecommunication technologies. In infocommunications, communication systems are used to transmit information of...
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In this paper we present a Spiking Neural P system (SNP system) simulator based on graphics processing units (GPUs). In particular we implement the simulator using NVIDIA CUDA enabled GPUs. The massively parallel arch...
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