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View article: Correction: Muniyappan et al. Stability and Numerical Solutions of Second Wave Mathematical Modeling on COVID-19 and Omicron Outbreak Strategy of Pandemic: Analytical and Error Analysis of Approximate Series Solutions by Using HPM. Mathematics 2022, 10, 343
Correction: Muniyappan et al. Stability and Numerical Solutions of Second Wave Mathematical Modeling on COVID-19 and Omicron Outbreak Strategy of Pandemic: Analytical and Error Analysis of Approximate Series Solutions by Using HPM. Mathematics 2022, 10, 343 Open
In the original publication [...]
View article: Stability and Numerical solutions of Second Wave Mathematical Modeling on COVID-19 outbreak strategy in India pandemic: Analytical and Error analysis of Approximate series solutions by using HPM
Stability and Numerical solutions of Second Wave Mathematical Modeling on COVID-19 outbreak strategy in India pandemic: Analytical and Error analysis of Approximate series solutions by using HPM Open
This paper deals the mathematical modeling of second wave COVID19 pandemic in India, also we discussed such as uniformly bounded of the system, Equilibrium analysis and basic reproduction number R0. We calculated the analytic solutions by …
View article: Melting heat effect in MHD flow of maxwell fluid with zero mass flux
Melting heat effect in MHD flow of maxwell fluid with zero mass flux Open
This study delves into the investigation of Maxwell fluid flow across a sheet with a particular effort on the melting heat and zero mass flux at the boundary. A Maxwell fluid, characterized by both viscous and elastic responses, plays a pi…
View article: Optimal Facial Feature Based Emotional Recognition Using Deep Learning Algorithm
Optimal Facial Feature Based Emotional Recognition Using Deep Learning Algorithm Open
Humans have traditionally found it simple to identify emotions from facial expressions, but it is far more difficult for a computer system to do the same. The social signal processing subfield of emotion recognition from facial expression …
View article: Oscillation of Fourth-Order Nonlinear Homogeneous Neutral Difference Equation
Oscillation of Fourth-Order Nonlinear Homogeneous Neutral Difference Equation Open
In this paper, we establish the solution of the fourth-order nonlinear homogeneous neutral functional difference equation. Moreover, we study the new oscillation criteria have been established which generalize some of the existing results …
View article: Video Saliency Detection by using an Enhance Methodology Involving a Combination of 3DCNN with Histograms
Video Saliency Detection by using an Enhance Methodology Involving a Combination of 3DCNN with Histograms Open
When watching pictures or videos, the Human Visual System has the potential to concentrate on important locations. Saliency detection is a tool for detecting the abnormality and randomness of images or videos by replicating the human visua…
View article: Stability and Numerical Solutions of Second Wave Mathematical Modeling on COVID-19 and Omicron Outbreak Strategy of Pandemic: Analytical and Error Analysis of Approximate Series Solutions by Using HPM
Stability and Numerical Solutions of Second Wave Mathematical Modeling on COVID-19 and Omicron Outbreak Strategy of Pandemic: Analytical and Error Analysis of Approximate Series Solutions by Using HPM Open
This paper deals with the mathematical modeling of the second wave of COVID-19 and verifies the current Omicron variant pandemic data in India. We also we discussed such as uniformly bounded of the system, Equilibrium analysis and basic re…
View article: Stability and Hopf bifurcation analysis of fractional order nonlinear financial system with time delay
Stability and Hopf bifurcation analysis of fractional order nonlinear financial system with time delay Open
In this paper, we study a fractional order time delay for nonlinear financial system. By using Laplace transformation, stability and Hopf bifurcation analysis have been done for the model. Furthermore, numerical simulation has been carried…
View article: [Retracted] Optimization of CNC End Milling Process Parameters of Low‐Carbon Mold Steel Using Response Surface Methodology and Grey Relational Analysis
[Retracted] Optimization of CNC End Milling Process Parameters of Low‐Carbon Mold Steel Using Response Surface Methodology and Grey Relational Analysis Open
The manufacturing sectors are consistently striving to figure out ways to minimize the consumption of natural resources through rational utilization. This is achieved by a proper understanding of every minute influence of parameters on the…
View article: [Retracted] Multiobjective Optimization of Mechanical Properties on Sisal‐Glass Fiber‐Reinforced Hybrid Composites Using Response Surface Methodology and LINGO Analysis
[Retracted] Multiobjective Optimization of Mechanical Properties on Sisal‐Glass Fiber‐Reinforced Hybrid Composites Using Response Surface Methodology and LINGO Analysis Open
The aim of this research work was to develop the optimal mechanical properties, namely, tensile strength, flexural strength, and impact strength of sisal and glass fiber‐reinforced polymer hybrid composites. The sisal, in the form of short…
View article: A study on COVID-19 transmission dynamics: stability analysis of SEIR model with Hopf bifurcation for effect of time delay
A study on COVID-19 transmission dynamics: stability analysis of SEIR model with Hopf bifurcation for effect of time delay Open
This paper deals with a general SEIR model for the coronavirus disease 2019 (COVID-19) with the effect of time delay proposed. We get the stability theorems for the disease-free equilibrium and provide adequate situations of the COVID-19 t…
View article: Hopf bifurcation analysis of nonlinear HIV infection model and the effect of delayed immune response with drug therapies
Hopf bifurcation analysis of nonlinear HIV infection model and the effect of delayed immune response with drug therapies Open
A mathematical model of HIV infection with the combination of drug therapy including cytotoxic T-lymphocyte (CTL) and the antibody immune response is examined. The threshold value represented as the basic reproduction ratio $R_{0}$ is …
View article: Approximate solutions for HBV infection with stability analysis using LHAM during antiviral therapy
Approximate solutions for HBV infection with stability analysis using LHAM during antiviral therapy Open
Hepatitis B virus (HBV) is a life-threatening virus that causes very serious liver-related diseases from the family of Hepadnaviridae having very rare qualities resembling retroviruses. In this paper, we analyze the effect of antiviral the…
View article: Global stability analysis of human SEIV-mosquitoes SEI model for malaria transmission
Global stability analysis of human SEIV-mosquitoes SEI model for malaria transmission Open
A transmission dynamics of human SEIV-mosquitoes SEI model in malaria for deterministic compartmental model is discussed. We obtained to study its asymptotic criteria with equilibrium. We derive to find the global stability of disease free…
View article: Higher order principal component analysis of eigen values with special structures covariance matrices
Higher order principal component analysis of eigen values with special structures covariance matrices Open
This paper deals with the higher-order principal component analysis of eigenvalues with special structures covariance matrices. The analysis obtained up to the higher order. The basic properties of three lemma’s are validating the problem.…
View article: Approximate solutions of viral dynamics in HBV infection using homotopy perturbation method
Approximate solutions of viral dynamics in HBV infection using homotopy perturbation method Open
This paper deals the HBV infections using Homotopy Perturbation Method, Using Mathematical modeling for the three compartments such as T, I and V Where T denotes the target uninfected cells, I denotes infected cells, V denotes Hepatitis B …
View article: Stability and numerical analysis of swine flu model with delay
Stability and numerical analysis of swine flu model with delay Open
We discuss the model for Swine flu transmission. We obtain to find the equilibrium points of the given swine flu model with the stability analysis and the endemic equilibrium is derived by Routh-Hurwitz conditions. Then, we calculate the d…
View article: A classical SEIR model of transmission dynamics and clinical dynamics in controlling of coronavirus disease 2019 (COVID-19) with reproduction number
A classical SEIR model of transmission dynamics and clinical dynamics in controlling of coronavirus disease 2019 (COVID-19) with reproduction number Open
This paper obtains a classical SEIR model of transmission dynamics and clinical dynamics in controlling of coronavirus disease 2019 (COVID-19) with Reproduction number. We discussed the parameter estimation of the transmission and clinical…
View article: Approximate solutions of dengue fever using homotopy analysis method
Approximate solutions of dengue fever using homotopy analysis method Open
Right now we take a gander at the diagnostic and numerical reenactments of Dengue fever and perceive its best features close by their execution for various circumstances. Dengue is a mosquito-borne viral ailment. There are four specific, r…
View article: Analytical solution of SEICR model for Hepatitis B virus using HPM
Analytical solution of SEICR model for Hepatitis B virus using HPM Open
In this study, we have analyzed Hepatitis B virus to find out the analytical solutions for reducing the HBV infection. We also found the analytical solutions using Homotopy Perturbation Method (HPM) to find out the solution of nonlinear or…
View article: Analytical solutions of influenza diseases model by HPM
Analytical solutions of influenza diseases model by HPM Open
In this article, we have considered SEIR numerical model to depict the engendering of Influenza infection among population. Flu has been a consuming issue far and wide. Homotopy Perturbation Method (HPM) is executed to give analytical and …
View article: Analytic solutions of the stochastic SEIA worm model by homotopy perturbation method
Analytic solutions of the stochastic SEIA worm model by homotopy perturbation method Open
The mathematical modeling of Stochastic SEIA worm model in a computer network is considered. By constructing a suitable modeling, the full computer viruses and the non-linear system of this stochastic SEIA worm normalized model is investig…
View article: Vector style delay of SI model with immigration
Vector style delay of SI model with immigration Open
We discussed the vector style delay of SI model with immigration. Thus, we have to obtain the unique solutions of Equilibrium of SI model with delay. Also, this paper we derive the solutions of local and global stability for asymptotically…
View article: Stability analysis of a nonlinear HIV infection of multiple delays with therapy
Stability analysis of a nonlinear HIV infection of multiple delays with therapy Open
In this paper, we like to recommend then seem to be at a nonlinear HIV pandemic model including treatment. Mathematical study exhibits that the local and overall components regarding the measure on the HIV are absolutely controlled through…
View article: Solutions of linear ordinary differential equations by eigenvector function
Solutions of linear ordinary differential equations by eigenvector function Open
We discuss to obtain the solutions of the linear ordinary differential equation by using eigen values and eigen vector functions. Thus, we obtain our results in various aspects like non symmetric with non repeated, non symmetric with repea…
View article: Analytic solutions of the deterministic SEIA worm model by homotopy perturbation method
Analytic solutions of the deterministic SEIA worm model by homotopy perturbation method Open
The mathematical modeling of deterministic SEIA worm model in a computer network is considered. By constructing a suitable entire model, the schematic diagram of the full modeling and the non-linear system of this deterministic normalized …