In this paper,we investigate the maximization of the differences between a nonnegative monotone diminishing return submodular(DR-submodular)function and a nonnegative linear function on the integer *** it is almost un...
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In this paper,we investigate the maximization of the differences between a nonnegative monotone diminishing return submodular(DR-submodular)function and a nonnegative linear function on the integer *** it is almost unapproximable for maximizing a submodular function without the condition of nonnegative,we provide weak(bifactor)approximation algorithms for this problem in two online settings,*** the unconstrained online model,we combine the ideas of single-threshold greedy,binary search and function scaling to give an efficient algorithm with a 1/2 weak approximation *** the online streaming model subject to a cardinality constraint,we provide a one-pass(3-√5)/2 weak approximation ratio streaming *** memory complexity is(k log k/ε),and the update time for per element is(log^(2)k/ε).
A well-known and most suitable method to address real-life situations is the Assignment problem. In this paper, an optimum distribution of duty of paddocks to the crops is in the Intuitionistic fuzzy (IF) assignment p...
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Metal halide perovskite light-emitting diodes(PeLEDs)and large-area perovskite color conversion layers for liquid crystal display exhibit great potential in the field of illumination and ***-coating method stands out ...
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Metal halide perovskite light-emitting diodes(PeLEDs)and large-area perovskite color conversion layers for liquid crystal display exhibit great potential in the field of illumination and ***-coating method stands out as a highly suitable technique for fabricating large-scale films,albeit with challenges such as uneven nucleation coverage and non-uniformity crystallization *** this work,we developed an in-situ characterization measurement system to monitor the perovskite nucleation,and crystallization *** incorporating formamidine acetate(FAAc)into perovskite precursor solutions,the nucleation rate and nuclei density of perovskite were increased,leading to more uniform *** addition,we inserted a layer of[2-(9H-carbazol-9-yl)ethyl]phosphonic acid above the poly(9-vinylcarbazole)hole transport *** layer acts as an anchor for the perovskite nano-crystal nuclei formed in the precursor,enhancing the steric hindrance of the solute and subsequently slowing down the crystal growth rate,thereby improving crystal *** on these improvements,large-area perovskite nano-polycrystalline films with significantly improved uniformity and enhanced photoluminescence quantum yield were obtained.A small-area PeLED(2 mm×2 mm)with a maximum external quantum efficiency of 25.91%was realized,marking the highest record of PeLED prepared by bladecoating method to *** ultra-large-area PeLED(5 cm×7 cm)was also prepared,which is the largest PeLED prepared by the solution method reported so far.
There has been growing interest in implementing massive MIMO systems by one-bit analog-to-digital converters (ADCs), which have the benefit of reducing the power consumption and hardware complexity. One-bit MIMO detec...
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In order to overcome the challenges caused by flash memories and also to protect against errors related to reading information stored in DNA molecules in the shotgun sequencing method, the rank modulation is proposed....
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Introducing the emerging serverless paradigm into edge computing could avoid over- and under-provisioning of limited edge resources and make complex edge resource management transparent to application developers, whic...
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Introduction: Optimal inventory levels are necessary for a firm to avoid short-age/excess of an item. The shortage of an item leads to stock out conditions resulting in loss of profit. When items are correlated with e...
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Introduction: Optimal inventory levels are necessary for a firm to avoid short-age/excess of an item. The shortage of an item leads to stock out conditions resulting in loss of profit. When items are correlated with each other, the stock out condition of one item may result in the nonpurchase of its associated items also which, in turn, further brings down the profit. In this paper, this loss in profit is used to modify the opportunity cost of an item resulting in its modified EOQ. Methods: One illustrative example has been discussed which incorporates purchase dependencies in retail multi-item inventory management. The model discussed in this research paper will be motivational for researchers and inventory managers and provides a method for incorporating correlation among items while managing inventory. Results: The EOQs of items are estimated both by using the traditional method and then by using modified opportunity cost (modeled as loss profit). Results show that in frequent itemset {A, B, D}, EOQs of all three items increased when correlation among them is considered, resulting in an increase in the profit. Discussion: In inventory management system, for increasing the profit of a firm, EOQs of items need to be calculated in order to avoid shortage or excess of inventory. For explaining the approach, a very small database is taken consisting of only 5 items and 10 transactions, therefore, the increase in profit is minimal however when this approach is applied on a real database consisting of thousands of items and transactions, the increase in profit will be significant. Conclusion: One of the major focus areas of inventory management is to determine when and how much quantity of items needs to be ordered so that total inventory cost can be minimized and the profit of a firm can be maximized. However, while calculating the true value of an item and the profit it brings to the firm, it is very essential to analyze its effect on the sale of other items. Associat
Feature learning is thought to be one of the fundamental reasons for the success of deep neural networks. It is rigorously known that in two-layer fully-connected neural networks under certain conditions, one step of ...
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Feature learning is thought to be one of the fundamental reasons for the success of deep neural networks. It is rigorously known that in two-layer fully-connected neural networks under certain conditions, one step of gradient descent on the first layer can lead to feature learning;characterized by the appearance of a separated rank-one component-spike-in the spectrum of the feature matrix. However, with a constant gradient descent step size, this spike only carries information from the linear component of the target function and therefore learning non-linear components is impossible. We show that with a learning rate that grows with the sample size, such training in fact introduces multiple rank-one components, each corresponding to a specific polynomial feature. We further prove that the limiting large-dimensional and large sample training and test errors of the updated neural networks are fully characterized by these spikes. By precisely analyzing the improvement in the training and test errors, we demonstrate that these non-linear features can enhance learning. Copyright 2024 by the author(s)
Diabetes distress, a condition marked by anxiety related to diabetes management, greatly affects patient wellbeing. This research focuses on minority groups, like Arabic- speaking immigrants, where such studies are sc...
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Numerical solutions of the second-order one-dimensional hyperbolic telegraph equations are presented using the radial basis *** purpose of this paper is to propose a simple novel direct meshless scheme for solving hyp...
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Numerical solutions of the second-order one-dimensional hyperbolic telegraph equations are presented using the radial basis *** purpose of this paper is to propose a simple novel direct meshless scheme for solving hyperbolic telegraph *** is fulfilled by considering time variable as normal space *** this scheme,there is no need to remove time-dependent variable during the whole solution *** the numerical solution accuracy depends on the condition of coefficient matrix derived from the radial basis function *** propose a simple shifted domain method,which can avoid the full-coefficient interpolation matrix *** experiments performed with the proposed numerical scheme for several second-order hyperbolic telegraph equations are presented with some discussions.
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