To hire a writers, fill the order instructions form & checkout—guaranteed a top college graduate to write your essay & NO AI-Plagiarism in the
final papers! Pursuing an 8-16 week course? The best in completing ace my homework & online class help, will assist you today!
Posted: February 12th, 2022
Epidemic is applied to a disease which, spreading widely, attacks many person at the same time. Epidemic is a widespread outbreak of an infectious disease. When an epidemic exists, it will affect many human populations. There were many factors to simulate the rise of epidemics such as poor population health, immigration and failure of public health programs.
We match you with a writer based on your subject and academic level, but you can also request a preferred writer if you have worked with someone before. Browse writer profiles or let our system pick the best fit for your needs. Each writer brings specialized knowledge in their field, ensuring subject-matter expertise for your assignment. Students looking for an essay writer can review qualifications to find their perfect match. Our team ensures every writer is vetted for expertise, so you are always in good hands.
According to the world health organization appeared, disease should have the following conditions: a new pathogens, disease can lead to infection causes a serious complications, pathogen spread easily, especially in interpersonal communication. Generally speaking, this disease is due to some powerful pathogenic microorganisms, and the infections caused by viruses, bacteria.
Historically speaking, terrible epidemics have reoccurs over and over again. Some epidemic diseases, such as the smallpox, plague, and influenza, have been persisted in the history. Smallpox was uprooted worldwide by 1980. In the 18th century, the world’s major trade routes, several destructive appear cholera pandemic caused great infectious diseases.
In the past worldwide, the main cause of many people were killed is infectious diseases and there are more deaths than all the war, such as the Black Death that struck Europe in 1347 had kill between one-third and one-half of the people in many cities and towns respectively, this ill-condition seized the progress of civilization for several generations.
Mathematica program is a general computer software system and language in used for Mathematica program and other applications. Mathematica program not just for use in computation, it also use for modeling, simulation, development and deployment, visualizationand documentation. Mathematica computations can be divided into 3 main classes which are Numeric, Graphical and Symbolic.
If your paper does not meet your instructions, we offer a money-back guarantee. Contact support within 7 days, and we will review your case promptly to ensure fairness and satisfaction. We believe in transparent policies that protect your investment in academic success. Your trust is our priority, and we strive to make every experience seamless. Our paper writing service stands behind every order with confidence.
Different jobs dealing with different things, but the Mathematica program is a comprehensive system to provide unprecedented workflow, reliability, sustainability and innovation. In this project Mathematica program is used as a modeling and data analysis the rate of epidemic. The question can be answered by creating the model of an epidemic with variables corresponding to the different reaction of a population and the characteristics of a virus.
NetLogo is multi-agent programming languages and integrated modeling environment and a platform specifically for agent-based modeling. NetLogo is most suitable for complex system modeling development. Model can guide hundreds or thousands of “agent” all operating independently.
NetLogo also let students can simulate and “play”, explore their behavior in different conditions. NetLogo has extensive files and tutorial. It also comes with a model library, which is a large collection of pre-written simulation, it can be used and modification.
If an epidemic occurs, the variables corresponding to a population reaction and characteristics of disease will affect its duration and severity. In efforts to control the spread of the disease, we must choose an optimal solution for the maximum public health benefits. In NetLogo programming, system dynamics can use a unique programming. To determine the influence of various factors have on the duration and serious infectious disease, we can change the variable and look at the shape of the graph differs between runs in NetLogo.
Absolutely! Our Ph.D.-level writers specialize in theses, providing in-depth research and structured arguments tailored to your academic goals, with drafts delivered in stages for your feedback. From proposal to final defense, we support every phase of your thesis journey. Ace tutors with doctoral expertise guide you through complex research requirements. We ensure your thesis meets the highest academic standards.
The Ebola virus modeling in Mathematica 7
The Ebola virus simulating in NetLogo
This dissertation is divided into five chapters. In the first chapter, we discuss the introduction of epidemic. For chapter two, we introduce the General Epidemic model by Kermack and McKendrick (1927). In this chapter, we show how to derive the model. For chapter three, we discuss the Mathematical Modeling. In chapter four, we will discuss epidemic model modeling in Mathematica program. In chapter five, we will discuss SIR models simulating in NetLogo program. In chapter four and five, we will plot the solution for the model. Finally is chapter six. In this chapter, we will do an interpretations and conclusion about the result of epidemic model.
In 1927, W. O. Kermack and A. G. McKendrick created a model of epidemic. The independent variable for this model is time (t). Assume the population is a disjoint union, there are three dependent Variables:
1. S = S(t), which is the number of susceptible persons
Every paper goes through a rigorous quality check—grammar, structure, and originality are verified by editors using advanced tools, ensuring it meets your professors standards. We also provide a free originality report with every order. Our multi-layer review process includes subject experts who verify content accuracy and academic rigor. Our commitment to excellence guarantees a polished final product. Students seeking my assignment help receive thoroughly vetted work at every stage.
2. I = I(t), which is the number of infected persons
3. R = R(t), which is the number of recovered persons
The total population = S(t) + I(t) + R(t).
SIR model was based on the model in the spread of disease of the population. SIR model is a simple but good model of infectious diseases, such as measles, chicken-pox and rubella, which once the person infected with, will not be infecting again.
SIR model is based on some assumptions. Suppose the population quantity is huge and constant. Because we ignore births and immigration, thus nobody is added to the susceptible group. Since the only way to leave the susceptible groups will be infected, we assume the time-rate of change for the number of susceptible depends to the number of people who already susceptible, the number of persons that already infected and the amount of the susceptible persons contact with infected person.
Yes! Log into your account to check real-time updates, view drafts, and communicate with your writer to stay in the loop throughout the process. Our transparent tracking system keeps you informed at every milestone. You can also request early drafts to ensure everything is on track. The assignment writer assigned to your project provides regular progress updates for peace of mind.
In addition, we are hypothesis each infected people have a fixed value β contact per day, and there are enough sufficient to spread the disease. Not all these contacts are with susceptible people. If we assume that the population is homogeneous mixing, the fraction of these contacts that are with susceptible is S(t). Therefore on an average, each infected person will produce β S(t) of new infected persons per day.
We also assume that a fixed fraction γ in the infected group will recover gradually in any given day. For example, if the average duration of infection is four days, then on average, one-fourth of the population under infected will recovers each day.
There are three basic dependent differential equations:
S'(t) = – β S(t) I(t)
I'(t) = β S(t) I(t) – γ I(t)
Our writers adapt to any tone—analytical, persuasive, or descriptive—matching your assignments requirements and your professors expectations perfectly. Whether it is a formal research paper or a creative essay, we have got you covered. We understand that different disciplines require distinct writing styles and academic voices. Just specify your needs in the order form. Our essay helper team masters every academic style from humanities to sciences.
R'(t) = γ I(t)
The model starts with some basic notation. That are S(t) is the number of susceptible persons at time t, I(t) is the number of infected persons at time t, and R(t) is the number of recovered persons at time t
These equations describe the transitions of persons from S to I to R. By adding the three equations, the size of the population is constant and equal to the initial population size, which we denote with the parameter N. Therefore the total population
N= S(t) + I(t) + R(t).
From essays to dissertations, case studies to lab reports, we cover all academic papers across disciplines, customized to your specific needs. Our writers are experts in diverse fields, ensuring every paper is tailored perfectly. Whether you need humanities analysis or STEM technical writing, our team has the expertise. No task is too big or small for our team. Research study bay professionals tackle everything from simple assignments to complex scholarly work.
We call the parameter β the infection rate and the parameter γ the recovery rate with β and γ must equal or greater to zero. The term γ is a standard kinetic terms, based on the idea that the number of unit time to encounter between the susceptible and infectious will be proportional to the numbers value. The infection β is determined by both the encounter frequency and the efficiency of spreading the diseases per encounter.
If we imagine the process in a disease that a very suitable for the SIR framework, we will get a flow of people from the susceptible group will move to the infection group, then to the removed group. 
The diagram of SIR model
β S I R I
We use secure, encrypted payment gateways to safeguard your financial details, ensuring safe transactions with no risk of data breaches. Your privacy is our top concern, and we follow industry-standard security protocols. Our compliance with PCI DSS standards means your payment information is never stored or compromised. Rest easy knowing your information is protected. Every paper writing transaction processes through bank-level encryption for maximum safety.
susceptible
infected
recovered
Diagram 2.4.1
Yes, every paper includes a properly formatted bibliography, tailored to your citation style, with credible sources to support your work. Our writers ensure every reference is accurate and up-to-date. We work with APA, MLA, Chicago, Harvard, and other major citation formats for academic precision. You can also request specific sources to be included. Research essay service includes comprehensive bibliographies with peer-reviewed academic sources.
The person possibly moves from the susceptible to the infected group when somebody comes in contact with an infected person. Qualify as a contact in the population, depends on the disease. For HIV virus a contact may be sexual contact or a blood transfusion. For Ebola virus it contact with infected body’s funeral, and contact with infected persons without exercise proper cautious.
The model is described by three ordinary differential equations:
For the susceptible differential equation,
When we plotting the graph of S(t) versus t with β and γ is a constants, that is a negative exponential relationship between S and t. Since S(0) ≠0 when t = 0, , thus the graph will started with ∞.
Our writers handle high school to Ph.D.-level papers, with expertise in crafting content that aligns with the complexity and expectations of each level. From simple essays to complex dissertations, we deliver quality every time. Each academic level requires different depths of analysis, and our writers adjust accordingly. Your academic success is our mission. Students at every educational stage can ace my homework with our specialized level-appropriate support.
The graph of S versus t
2. For the infected differential equation,
When we plotting the graph of I(t) versus t with β and γ is a constants, that is a exponential relationship between I and t. Since I(0) ≠0 when t = 0, , thus the graph will not started with 0.
The graph of I versus t
Sure thing! We create compelling slides and scripts for presentations, designed to engage your audience and meet academic standards. Our team ensures your presentation is visually appealing and content-rich. We balance visual design with substantive content to maximize your presentation impact. Just share your requirements, and we will handle the rest. Assessment help extends beyond written work to professional presentation materials.
Figure 2.5.2
3. For the recovered differential equation,
When we plotting the graph of R(t) versus t with β and γ is a constants, very clearly , that is a linear relationship between R and t. Since R(0) = 0 when t = 0, the graph will started with 0.
The graph of R versus t
Figure 2.5.3
We approach sensitive topics with care, ensuring confidentiality and respectful handling, with writers trained to maintain academic integrity. Your privacy is guaranteed, and we tailor content to be thoughtful and professional. Our experience with controversial subjects ensures balanced, scholarly perspectives that meet ethical standards. Share any specific guidelines to ensure a perfect fit. Essay writer experts handle delicate subjects with academic rigor and sensitivity.
4 Vector Notation
If solving with numerical values for the constants a and b, using vector notation can make the system easier to deal with.
Let
then
To show a solution to the SIR model, we try to plot the differential equations with value a = b = 1 and let the initial value S(0) = 5, I(0) = 0 and R(0) = 0.
Yes, you can request a partial draft to review progress and provide feedback, ensuring the final paper aligns with your vision. This keeps you in control of the process. Progressive delivery allows you to guide the direction and make adjustments early. Simply message your writer through your account to arrange it. My assignment help includes draft reviews so you stay involved throughout the writing journey.
Then
S'(t) = – S(t) I(t) (Moore, 2000)
I’ (t) = S(t) I(t) – I(t)
R’ (t) = I(t)
Our 24/7 support team is available via chat, email, or phone to answer questions, resolve issues, and guide you through the process. We are here to make your experience smooth and stress-free. Our multilingual support staff ensures help is available whenever and wherever you need it. Do not hesitate to reach out anytime! Paper writing support connects you with assistance around the clock for urgent questions.
Figure 2.6.1
The three populations versus time give the output. The infected is proportional to the change in time, the number of infected and the number of susceptible. The change in the infected population increase from the susceptible group and decrease into the recovered group.
Mathematical modeling is a replacement of an object studied by its image. The mathematical modeling is the method of creating a mathematical model of a problem, and using it to analyze and solve the problem.
In a mathematical model, mathematical variables represented the explored system and its attributes, functions are represented the activities and equations relationships.
Quasistatic models and Dynamic models represent the two major type of mathematical modeling. Quasistatic models shows the relationships between the system attributes approximate to equilibrium. The national economy models is one of quasistatic models.Dynamic models describe the variation of functions change over the time. The spread of a disease is one of the dynamic models.
No surprises here! Our pricing is transparent—your quote includes all services, with optional add-ons clearly listed before you confirm. We believe in fair and upfront pricing for every order. What you see at checkout is exactly what you pay, with no unexpected charges later. Assignment writer services come with straightforward pricing and no concealed costs.
Mathematical models are used particularly in the sciences and engineering, such as physics, biology, and electrinic engineering but also in the social sciences, such as economics, sociology and political science; physicists, engineers, computer scientists, and economists are the most widely used mathematical model.
Mathematical modeling is an interdisciplinary subject. Mathematics and specialists in different fields share their knowledge and experience to continuous improvement on extant products, make preferably develop, or predict the certain product’s behaviour.
The most important of modeling is to gain understanding. If a mathematical model is reflects the essential behavior of a real-world system of interest, we will easy to gain understanding about the system than using an analysis of the model. In addition, if we want to build a model, we need to find out which factors in the system are most important, and how the different aspect of the relevant system.
We need to predict or simulate in the mathematical modeling. We always want to know what is the real- world system will do in the future, but it is expensive, impractical or unable to experiment directly with the system. Finally, we need to estimate the big values in the mathematical modeling.
Agent Based Modeling (ABM) and Equation Based Modeling (EMB) are the approaches of mathematica modelling.
ABM and EBM share some common concerns, but in two different ways: the basic relation model between entities, and make them the level at which they their focus. These two approaches have recognized that the world has two kinds of entities: observables and individuals.
EBM start with a set of equations that express relationships among observables. The evaluation of these equations produces the evolution of the observables over time. These equations may be algebraic, or they may capture variability over time or over time and space. The modeler may recognize these relationships result from the interlocking behaviors of the individuals, but those behaviors have no obvious representation in EBM.
We offer writing in select languages like Spanish or French—contact support to check availability for your specific needs. Our multilingual writers ensure quality and accuracy in every language. International students benefit from native-level writing in their preferred academic language. Let us know your preferences when placing your order. Research study bay accommodates diverse linguistic requirements for global learners.
ABM don’t start with equations that relate observables to one another, but with behaviors via the interact between individuals with one another. These behaviors may involve more personal directly or not directly through sharing environment. The modeler making much attention to the observation as the model runs, and may value a inferior account of the relations among those observation, but the account is due to the modeling and simulation of movement, not its starting point. The modeler making start representative of each individual behavior, then turns them over the interaction
In conclusion, EBM solving the model from macroscopic level to microscopic level by using the system of ordinary differential equations (ODE) and partial differential equations (ODE). Besides that, ABM solving the model from microscopic level to macroscopic level by using the complex dynamical system (CDS).
Mathematica software consists of wolfram research company. Mathematica 1.0 version released on June 23, 1988. After the release in science, technology, media, and other fields caused a sensation, considered a revolutionary improvement. Several months later, in all over the world have thousands of Mathematica users. Today, in all over the world have Mathematica millions of loyal customers.
Mathematica 7 use letters, numbers and other mathematical symbols or inequality, constitute the equation, images or with diagrams of mathematical logic to describe the characteristics of the system. Mathematica is studied and the movement rules of system is a powerful tool, it’s analysis, design, forecasting and prediction and control actual system.
When we use Mathematica input the epidemic problem, it will be use as a numerical and symbolic calculator and print out the answer.
In most computer systems, Mathematica supports a “notebook” interface in which we interact with Mathematica by creating interactive documents.
Rush orders are assigned to top writers immediately, with streamlined processes to meet tight deadlines without compromising quality. We understand the pressure of urgent tasks and act fast. Our dedicated urgent-order team works around the clock to deliver exceptional results quickly. Your paper will be ready when you need it. Ace tutors specializing in rapid turnaround ensure quality remains uncompromised under time pressure.
If use computer via a purely graphical interface, we usually double-click the Mathematica icon to start with the Mathematica. If use computer via a textually based in the operating system, we can usually input the command mathematica to start Mathematica.
When Mathematica starts up, it usually gives a blank notebook. When we enter Mathematica input into the notebook, then type Shift-Enter (hold down the Shift key, then press Enter.) to make Mathematica process the input.
In addition, we also can prepare the input by using the standard editing functions of graphical interface, which may go on for several lines. After send Mathematica input from the notebook, Mathematica will label the input with In[n]:=. It labels the corresponding output Out[n]=.
When type 2 + 2, then end the input with Shift-Enter. Mathematica will processes the input, and then adds the input label In[1]:=, later gives the output.
Throughout this book, “dialogs” with Mathematica are shown in the following way:
With a notebook interface, we just type in 2 + 2 and then type Shift-Enter . Mathematica then adds the label In[1]:=, and print out the result.
In[1]:= 2 + 2
Out[1]=
Our blend of expert writers, personalized support, and commitment to originality sets us apart, ensuring papers that exceed expectations. We prioritize your academic success with every order. Unlike generic services, we customize every aspect to match your unique requirements and learning goals. Try us and see the difference for yourself! Essay helper professionals deliver personalized attention that transforms your academic experience.
NetLogo is a programmable modeling environment for simulating complex scientific phenomena, both natural and social. It is one of the most widely used multi-agent modelling tools today, with a community of thousands of users worldwide. Its “low-threshold, noceiling” design philosophy is inherited from Logo. NetLogo is simple enough that students and teachers can easily design and run simulations, and advanced enough to serve as a powerful tool for researchers in many disciplines. Novices will find an easy-to-learn, intuitive, and well-documented programming language with an elegant graphical interface.
Experts and researchers can use NetLogo’s advanced features, such as automatic running experiments, 3-D support, and user expansibility. NetLogo also includes HubNet, which prepare a network of learners to collaboratively, explore and control a simulation. NetLogo connects NetLogo Lab by external physical devices using the serial port, and a System Dynamics Modeler make mixed agent-based and polymerization representations.
NetLogo has extensive documentation, including a library with more than 150 sample models in a series of domain, tutorials, a simple vocabulary, and sample code examples. This software is free and works on all major computing platforms. Manufacturing, make the system dynamics mixed agent-based
This model simulated the transmission and preservation of all people are infected with the virus. Ecological biologists suggested several influence factors within a population infected directly. This model is initialized with 150 people, including 10 are infected.
People of the world randomly move in one of the three states below:
healthy but susceptible to infection (green),
sick and infectious (red),
healthy and immune (grey). People may die of infection or a natural death.
The factors in this model are summarized below with an explanation
Controls (BLUE) – allow to run and control the flow of execution
Absolutely! Upload your draft, and our editors will enhance clarity, structure, and style while preserving your unique voice. We polish your work to meet academic standards. Our editing service transforms good papers into excellent ones through expert refinement. Just attach your file in the order form to get started. Assessment help includes professional editing to elevate your existing work to top-tier quality.
1. SETUP button
resets the graphics and plots
distributes with 140 green susceptible people and 10 red infected people
2. GO button
start the simulation.
We vet writers through rigorous tests in their fields, verify degrees, and provide ongoing training to ensure top-notch academic writing. Only the best join our team, guaranteeing quality for your paper. Our selective hiring process accepts less than 5% of applicants, ensuring elite expertise. You can trust us to deliver excellence every time. Research essay service relies on extensively qualified professionals with proven academic credentials.
Settings (GREEN) – allow to modify parameters
3. PEOPLE slider
Density of the population
Population density often affect infection, immune and susceptible personal contact each other.
4. INFECTIOUSNESS slider
You can cancel before writing begins for a full refund. If work has started, we offer partial refunds based on progress—contact us to discuss. Our flexible policies ensure you are never stuck with an order you do not need. We evaluate each cancellation request fairly to protect your interests. Paper writing orders include fair cancellation terms that respect your changing needs.
Some familiar virus easily spread.
Some viruses spread from every smallest contact
Others (example : the HIV virus) require significant contact before the virus transmitted.
5. CHANCE-RECOVER slider
Yes! We provide free revisions within 7 days to ensure you are thrilled with your paper, or we will work with you to make it right. Your satisfaction is our top priority. Our guarantee covers everything from minor tweaks to major revisions until you are completely satisfied. Let us know how we can perfect your order! Essay writer commitment includes unlimited reasonable revisions for complete satisfaction.
Population turnover.
Classify the people that had into group of susceptible, infected and immune.
Determined the chances of people die of the virus or a natural death.
All of the new born people replace those who death.
6. DURATION slider
Duration of infectiousness
Definitely! Loyal customers get 5% off after 5 orders, 10% after 10, and VIP perks for frequent users, making our services even more affordable. We value your trust and reward it with savings. Our loyalty program includes priority support and exclusive discounts on larger projects. Check your account for your discount status! My assignment help becomes more affordable with each order through our rewards program.
Time of the virus infected health people.
Duration of a people infected before they recover or death.
7. TICKS
Number of week in the time scale.
Views (BEIGE) – allow to display information
8. OUTPUT
3 output display show the percent of population is infected and immune, and the number of years have already passed.
i) monitors – display the current value of variables
ii) plots – show the history episode of a variable’s value
iii) graphics window – the main idea of the NetLogo world
The plot shows (in their respective colors) the number of people which is susceptible, infected, and immune. It also shows the total number of people in the population.
1. The HIV virus simulated by NetLogo Programme
Let the model is initialized with 150 people, of which 10 are infected and 1 years that have passed.
The HIV virus has a very long duration, a very low recovery rate, but a very low infectiousness value.
2. The Ebola virus simulated by NetLogo Programme
Let the model is initialized with 150 people, of which 10 are infected and 1 years that have passed.
The famous Ebola virus in central Africa has a very short duration, a very high infectiousness value, and a very low recovery rate.
The famous ebola in central Africa a very short time, very high infectiousness value, an extremely low recovery rate.
College students want the best grades in their courses and that’s our FOCUS
Our team consists of outstanding writers who have specialized knowledge in specific subject areas and are scholars experienced in academic research;custom paper writing following assessment task, assignment brief and grading rubric criteria. They hold at least a graduate degree—230 with Masters and MSN qualifications, experts carefully selected and trained to ensure the best final paper quality of our work. .
We’re dedicated to bringing on board top-notch writers who can provide excellent work at prices that make sense for college students; affordable papers for all the course subjects. Our goal? To give you the best bang for your buck without ever compromising on the quality of our essay writing services—or the content of your paper. We give special extra discounts for regular clients and also for long research papers, dissertations and capstone projects. #Don’t forget to use the DISCOUNT code in the COUPONS section of the order form before checking-out!.
The Online Homework Ace Tutors service guarantees that our final work is 100% original, researched, and expertly human-written. Our professional academic writers craft every custom essay and research paper from scratch, ensuring your assignment is tailored to your exact instructions. We are committed to delivering plagiarism-free and AI-free work to each university/college student's 'write my paper' request. To uphold this promise, we check every draft for any possible instances of duplication, wrong citation, grammar errors, and artificiality before we send it to you. Thus, you can always rely on us to write genuine and high-standard content for your essay assignments.
When you trust to place an order with Sample Essays, here is what happens: