ASPG Menu
search

American Scientific Publishing Group

Research Feed

Found 3836 matches for "All Articles"

Smart E-commerce Recommendations with Semantic AI

In e-commerce, web mining for page recommendations is widely used but often fails to meet user needs. To address this, we propose a novel solution combining semantic web mining with BP neural networks. We process user search logs to extract five key features: content priority, time spent, user feedback (both explicit and implicit), recommendation semantics, and input deviation. These features are then fed into a BP neural network to classify and prioritize web pages. The prioritized pages are recommended to users. Using book sales pages for testing, our results demonstrate that this solution can quickly and accurately identify the pages users need. Our approach ensures that recommendations are more relevant and tailored to individual preferences, enhancing the online shopping experience. By leveraging advanced semantic analysis and neural network techniques, we bridge the gap between user expectations and actual recommendations. This innovative method not only improves accuracy but also speeds up the recommendation process, making it a valuable tool for e-commerce platforms aiming to boost user satisfaction and engagement. Additionally, our system’s ability to handle large datasets and provide real-time recommendations makes it a scalable and efficient solution for modern e-commerce challenges.

groups
Mohamed Badouch mail -
Mehdi Boutaounte mail
link https://doi.org/10.54216/FPA.170120

Volume & Issue

Vol. Volume 17 / Iss. Issue 1

Details open_in_new

Deep Learning Driven LSTM with Spider Wasp Optimizer Algorithm for Frictional Force Based Landslides Prediction Model

Landslides establish a main geologic threat of strong concern in many parts of the world. The vigor of soil, rocks, or other rubbish moving down a slope can destroy whatever in its track. Landslides happen in an extensive variety of geological and structural settings, geomechanical contexts, and as a response to numerous triggering and loading procedures. They are frequently related to other main natural disasters like floods, earthquakes, and volcanic waves. Landslides occasionally attack without noticeable warning. While only some cases have been examined the earlier, modern monitoring models are certain to deliver a wealth of novel quantitative observations based on SAR (synthetic aperture radar) and GPS technology for mapping the surface velocity area. This study emphasizes the latent of incorporating advanced machine learning (ML) models with geophysical data to improve prediction of landslides and risk management strategies. This study develops a Predicting Landslides with frictional-based Deep Learning using Spider Wasp Optimizer (PLFFDL-SWO) Method. The major intention of the PLFFDL-SWO technique lies in the robust frictional force based on predicting landslides. In the presented PLFFDL-SWO model, Z-score normalization is performed to transform the raw data into compatible format. Then, the long short-term memory (LSTM) model is utilized for the prediction of landslides. LSTM is a recurrent neural network (RNN) type, for predicting landslides based on frictional force data. Traditional landslide prediction methods often struggle with temporal dynamics and nonlinear relationships inherent in geophysical data. Finally, the spider wasp optimizer (SWO) algorithm is exploited for the optimal hyper parameter adjustment of the LSTM model to improve prediction accuracy. The experimentation result investigation of the PLFFDL-SWO technique can be examined by employing a benchmark dataset. The simulation outcomes reported the supremacy of the PLFFDL-SWO technique under different measures  

groups
Domi Evangeline . S mail -
G. Usha mail
link https://doi.org/10.54216/JISIoT.140123

Volume & Issue

Vol. Volume 14 / Iss. Issue 1

Details open_in_new

Proposing Triple fuzzy distribution based on the Quantile Function for monotonically decreasing failure data

In this paper, we propose a novel generalization for one parameter inverse Lindley distribution to fitting monotonically descending data named the T-ILD{Y} distribution class ,   T is one parameter inverse exponential distribution ,  R has an one parameter inverse Lindley distribution , and the variable Y is one parameter exponential distribution, the resulting distribution is inverse exponential- inverse Lindley- exponential (IEILDE). The theory of fuzzy sets  are used by converting the distribution to fuzzy by using  a fuzzy triangular distribution based on the quantile function (FIEILE), the maximum likelihood , and the maximum likelihood, and  the maximum product spacing method were used estimate the parameters of the distribution. We conclude that at cutoff α=0.1, ML is better than the MPS, and at cutoff coefficients α=0.3, 0.5, 0.7, MPS was better than the ML, The higher the cutoff, the better the maximum likelihood method.

groups
Shams Najy Elaiwey mail -
Mahdi Wahab Neama mail
link https://doi.org/10.54216/GJMSA.0110201

Volume & Issue

Vol. Volume 11 / Iss. Issue 2

Details open_in_new

A Study on the Wiener Polynomials for the Paraffin Polynomial-Rings

In this paper, we find the Wiener polynomial of multi-circles of Paraffin structural. We prove that this obtained formula is better than the formulas, which are previously presented. Also, we evaluate the coefficients for any limited power of  without depending on the number of circles, and we find the Wiener index and average distance for this structural. On the other hand, we build a MATLAB program to evaluate the Wiener polynomial coefficient, Wiener index, and average distance.

groups
Sandra Terazic mail
link https://doi.org/10.54216/GJMSA.0110202

Volume & Issue

Vol. Volume 11 / Iss. Issue 2

Details open_in_new

Complex cubic neutrosophic set applied to subbisemiring and its extension of bisemiring

We construct and analyze the concept of complex cubic neutrosophic subbisemiring (ComCNSBS). We analyze the important properties and homomorphic aspects of ComCNSBS. For bisemirings, we propose the ComCNSBS level sets. A complex neutrosophic subset of bisemiring S is represented by the symbol G if and only if each non-empty level set R(p,x), where R is a ComCNSBS of S. We show that homomorphic images of all ComCNSBSs are ComCNSBSs, and homomorphic pre-images of all ComCNSBSs are ComCNSBSs. There are examples given to illustrate our results.

groups
Brikena Vrioni mail -
Nasreen Kausar mail -
Murugan Palanikumar mail -
Ervin Hoxha mail
link https://doi.org/10.54216/IJNS.250231

Volume & Issue

Vol. Volume 25 / Iss. Issue 2

Details open_in_new

Finding the Units Tables of Finite Neutrosophic Rings Modulo Integers Z_n (I) for 3≤n≤16

This paper is dedicated to finding all invertible elements (algebraic units) in 14 different finite neutrosophic rings modulo integers š‘š‘›(š¼) for all 3≤n≤16. We arrange the elements of the group of units of each ring in a table called the units table of the ring.  

groups
Stipan Podobnic mail
link https://doi.org/10.54216/JNFS.090101

Volume & Issue

Vol. Volume 9 / Iss. Issue 1

Details open_in_new

On the Classification of 3-Cyclic Refined Real Vector Spaces and Related Inner Products

This paper is concerned with the study of the classification of 3-cyclic refined real vector spaces by semi-module isomorphisms, where we use this algebraic technique to find the algebraic relationship between real 3-cyclic refined vector spaces and classical vector spaces. Also, we define the inner products on these spaces and prove many related inequalities.  

groups
Mohammad Abobala mail -
Hasan Sankari mail
link https://doi.org/10.54216/JNFS.090102

Volume & Issue

Vol. Volume 9 / Iss. Issue 1

Details open_in_new

On The Two-Fold Neutrosophic Groups and Their Algebra Properties

This paper is dedicated to define and study for the first time the concept of two-fold neutrosophic group by combining two-fold algebras with the classical concept of neutrosophic group. We study the elementary properties of this novel concept by many related theorems and illustrated examples.

groups
Ahmed Hatip mail
link https://doi.org/10.54216/JNFS.090103

Volume & Issue

Vol. Volume 9 / Iss. Issue 1

Details open_in_new

A Note on Some Generalized M-Flat Modules

Let I be a right (left) ideal of a ring R, then R/I is a right (left) generalized m – flat module (GmF – module) if and only if for each a Î I , there exists b Î I and a fixed positive integer m such that . In this paper, we study the characterization and properties this class of flat modules, and we give the relation between this class and generalized m- flat modules and m– regular rings, reduced rings, reversible rings and uniform rings.

groups
Khaled Moaz mail
link https://doi.org/10.54216/JNFS.090104

Volume & Issue

Vol. Volume 9 / Iss. Issue 1

Details open_in_new

FreeHand Sketch based Authenticated Security System based using Damerau-Levenshtein Distance

Introducing a ground breaking approach for validation purposes, this document unveils the FreeHand Sketch-based Authentication Security System.  The biggest problem right now is how we protect our information in internet digital environment, which still has certain security flaws.  On-going security methods related to smartphone applications are mostly built with these security features like dotted patterns, biometrics, and iris and face recognition are the trendy methods. However, they are constrained in their own ways. Free-Hand Sketch Model enhances the basic and comparable security in digital accounts. The present research study made an attempt to make it easier in creating Free-Hand sketch passwords for easy remembrance. A simple Free-Hand sketch is an authorized model for the end users to create their own passwords against security attacks. The main methods suggested in this research study is Damerau-Levenshtein Distance (DLD) used to design Free-Hand sketch image processing model.

groups
N. Kesava Rao mail -
G. Srinivas mail -
P. V. G. D. Prasad Reddy mail
link https://doi.org/10.54216/JCIM.150128

Volume & Issue

Vol. Volume 15 / Iss. Issue 1

Details open_in_new