+234 813 0686 500
+234 809 3423 853
[email protected]
+234 813 0686 500
[email protected]

MATHEMATICAL MODELING OF THE EFFECT OF IRRESPONSIBLE IMMIGRANT ON THE TRANSMISSION DYNAMICS OF HIV

(Mathematics Project Topics & Materials)
  • Type: Project
  • Department: Mathematics
  • Project ID: MTH0140
  • Access Fee: ₦5,000 ($14)
  • Pages: 40 Pages
  • Format: Microsoft Word
  • Views: 737
  • Report This work

For more Info, call us on
+234 8130 686 500
or
+234 8093 423 853

ABSTRACT

This project proposes a non – linear mathematical model to study the effect of irresponsible infected immigrants on the spread of HIV/AIDS in a heterogeneous population with a constant recruitment of susceptible. The equilibrium points, stability analysis and numerical simulation on the model are presented. It is realised that at the disease – free equilibrium, the model is stable when the basic reproduction number R0

MATHEMATICAL MODELING OF THE EFFECT OF IRRESPONSIBLE IMMIGRANT ON THE TRANSMISSION DYNAMICS OF HIV
For more Info, call us on
+234 8130 686 500
or
+234 8093 423 853

Share This
  • Type: Project
  • Department: Mathematics
  • Project ID: MTH0140
  • Access Fee: ₦5,000 ($14)
  • Pages: 40 Pages
  • Format: Microsoft Word
  • Views: 737
Payment Instruction
Bank payment for Nigerians, Make a payment of ₦ 5,000 to
Bank GTBANK
gtbank
Account Name Obiaks Business Venture
Account Number 0211074565
Bitcoin: Make a payment of 0.0005 to

Bitcoin(Btc)

btc wallet
Copy to clipboard Copy text

500
Leave a comment...

    Details

    Type Project
    Department Mathematics
    Project ID MTH0140
    Fee ₦5,000 ($14)
    No of Pages 40 Pages
    Format Microsoft Word
    More Mathematics Project Topics & Materials

    Related Works

    1. Mathematical Modeling Of Tuberculosis Dynamics With Hygiene Consciousness As A Control Strategy
    ABSTRACT Tuberculosis, an air-borne infectious disease, remains a major threat to public health in Kenya. In this study we derived a system of non-linear ordinary differential equations from SLICR mathematical model of TB to study the effects of hygiene consciousness as a control strategy against TB in Kenya. The effective basic reproduction... Continue Reading
    2. Mathematical Modelling Of Hiv/Aids Dynamics With Treatment And Vertical Transmission
    ABSTRACT This study proposes and analyzes a non-linear mathematical model for the dynamics of HIV/AIDS with treatment and vertical transmission. The equilibrium points of the model system are found and their stability is investigated. The model exhibits two equilibria namely, the disease-free and the endemic equilibrium. It is found that if the... Continue Reading
    3. MATHEMATICAL MODELLING OF HIV/AIDS DYNAMICS WITH TREATMENT AND VERTICAL TRANSMISSION
    ABSTRACT This study proposes and analyzes a non-linear mathematical model for the dynamics of HIV/AIDS with treatment and vertical transmission. The equilibrium points of the model system are found and their stability is investigated. The model exhibits two equilibria namely, the disease-free and the endemic equilibrium. It is found that if the... Continue Reading
    4. A Mathematical Model for Typhoid Transmission Dynamics in Kween District of Uganda.
    ABSTRACT In this study, we have formulated a mathematical model based on a system of ordinary differential equations to study the dynamics of typhoid fever disease incorporating protection against infection. The existences of the steady states of the model are determined and the basic reproduction number is computed using the next generation... Continue Reading
    5. A Mathematical Model for Measles Transmission Dynamics in Luweero District of Uganda
    Abstract In this research work, Mathematical Model for Measles Transmission Dynamics in Luweero District of Uganda, SVEIR model was developed and analyzed. The model consists of five non liner ordinary differential equations. The effective reproductive number, (the number of secondary infections when a single effective individual is introduced... Continue Reading
    6. A Mathematical Model For Measles Transmission Dynamics In Luweero District Of Uganda
    ABSTRACT In this research work, Mathematical Model for Measles Transmission Dynamics in Luweero District of Uganda, SVEIR model was developed and analyzed. The model consists of five non liner ordinary differential equations. The effective reproductive number, (the number of secondary infections when a single effective individual is introduced... Continue Reading
    7. Computational Fluid Dynamics (CFD) Modeling Of Turbulence Induced Drag In Vehicle Aerodynamics
    ABSTRACT This research work focused on the use of an hybrid RANS-LES turbulence model in simulating and checking the drag performance characteristics of an aerodynamic vehicle. The Spalart-Allmaras shear stress transport (SST)- Scale Adaptive Simulation (SAS) Turbulence model was selected for use, and with the help of OpenFOAM Finite Volume... Continue Reading
    8. MATHEMATICAL MODEL ON HUMAN POPULATION DYNAMICS USING DELAY DIFFERENTIAL EQUATION
    ABSTRACT Simple population growth models involving birth rate, death rate, migration, and carrying capacity of the environment were considered. Furthermore, the particular case where there is discrete delay according to the sex involved in the population growth were treated. The equilibrium and stability analysis of each of the cases were... Continue Reading
    9. Discrete time mathematical SIR model for disease transmission
    ABSTRACT: Infectious  disease  has  become  a  source  of  fear  and  superstition  since  the first  ages  of  human  civilization.  In  this  study,  we  consider  the  Discrete  SIR  model for  disease  transmission  to  explain  the  use  of  this  model  and  also  show  significant explanation  as ... Continue Reading
    10. DISCRETE TIME MATHEMATICAL SIR MODEL FOR DISEASE TRANSMISSION
    ABSTRACT: Infectious  disease  has  become  a  source  of  fear  and  superstition  since  the first  ages  of  human  civilization.  In  this  study,  we  consider  the  Discrete  SIR  model for  disease  transmission  to  explain  the  use  of  this  model  and  also  show  significant explanation  as ... Continue Reading
    Call Us
    Get this work

    Quick Navigation Menu

    Home
    Getting Started
    Project Topics
    Business Plans
    Seminars Topics
    eBooks
    Articles
    Download Project
    Payment
    Explore Project Ideas
    Request Assistance
    Terms of Service
    Contact
    Gross Archive
    23 Agodogba Av, Park View
    Ikoyi, Lagos State,
    + 234 813 0686 6500
    +234 809 3423 853
    [email protected]

    Copyright © Obiaks. All Rights Reserved
    An Obiaks Company:
    whatsappWhatsApp Us