💬 Request a Quote, It's FREE!!!

Veritas Academics

 Your summative coursework represents 100% of the final mark for the unit. •          The coursework is in the form of a written report, in the style of an academic research paper.

UNIT NAME: Algorithmic Trading DEADLINE: Monday 28 April 2025 before 13:00 BST SUBMIT TO BLACKBOARD UNIT SUBMISSION POINT Overview •          Your summative coursework represents 100% of the final mark for the unit. •          The coursework is in the form of a written report, in the style of an academic research paper. •          Your report should  describe the design, implementation, and testing/evaluation of an algorithmic trading system. The evaluation will  require you to  run a suitably large  number of computer simulation experiments which are likely to take many hours (or days) of continuous computation: plan your time accordingly and do not leave this assessment to the last minute! •           Penalties will apply if the coursework is submitted late. •          Penalties will apply if the coursework is submitted in a format other than the one specified. •          The coursework is an individual piece of work – you should work on this yourself and not as a group. You will be required to make […]

Read Me

The Climate Dice are Loaded. Now, a New Frontier? 【ClimateDice.13July2023.pdf】 What does Hansen mean by “Climate Dice,” and using his analysis, are they more “loaded?” What does Hansen mean by “Earth’s energy imbalance?” Explain the logic of using 1880 as

Questions The Climate Dice are Loaded. Now, a New Frontier? 【ClimateDice.13July2023.pdf】 What does Hansen mean by “Climate Dice,” and using his analysis, are they more “loaded?” What does Hansen mean by “Earth’s energy imbalance?” Explain the logic of using 1880 as the start date for comparing global temperature. Carbon Atlas Exercise Figures and Graphs Select five countries: two advanced economies, two developing, and one underdeveloped […]

Read Me

Evaluate and critique proposed entrepreneurial endeavours and marketing activities through an examination of their theoretical and market foundations Learning Outcome 3 Explain innovation and crit

Assessment 3-Group Business Proposal- 3200 to 4000 words Learning Outcomes Learning Outcome 1 Demonstrate an understanding of core theoretical frameworks that underpin the fields of entrepreneurship and marketing Learning Outcome 2 Evaluate and critique proposed entrepreneurial endeavours and marketing activities through an examination of their theoretical and market foundations Learning Outcome 3 Explain innovation and critique the innovativeness of proposed entrepreneurial endeavors and marketing activities […]

Read Me

Introduces continuous and discrete time signal and system analysis, linear systems ourier, an z-ransforms. Course Overview In this course, you will learn continuous-time (CT) and discrete-time (DT) signals

EEE 203: Signals and Systems I Course Description: Introduces continuous and discrete time signal and system analysis, linear systems ourier, an z-ransforms. Course Overview In this course, you will learn continuous-time (CT) and discrete-time (DT) signals CT and DT system impulse response linearity, time-invariance, causality and block diagrams of systems CT and DT convolution Fourier transform. and its properties frequency response and frequency-domain analysis of CT […]

Read Me

Using the data input provided (Exhibit 1), prepare LAF’s master budgets in Excel. Do not hard-code numbers into the spreadsheet, except in the financing section of the cash budget. 2. Conduct a se

Cash Is King: Master Budgets to Inform. a Credit Decision INTRODUCTION Early one morning in March, Jordan Buford was preparing his daily work when his boss, Olivia Anton, approached him and announced, “Little Annin Flagmakers (LAF) has submitted an application for a line of credit (LOC) for April through June. I want you to prepare budgeted financial statements similar to the ones you prepared for […]

Read Me

Why the project management concept is essential and core for any business nowadays. Ø Please add four (4) references to support your discussion. Ø Whenever

Question 1: · Why the project management concept is essential and core for any business nowadays. Ø Please add four (4) references to support your discussion. Ø Whenever you need to quote ideas and/or the quotes of any other author, you should acknowledge this using the Chicago referencing method (17th ed.). Ø Be approximately 600 to 700 words in length, excluding diagrams and references. (12 Marks) Question 2: 1. Develop […]

Read Me

Write Python code that numerically solves an ODE system (1) given a right-hand-side function f, timespan [t0, tf], initial condition y0, and number of steps N / step-size h = (tf – t0)/N, using the time-stepping algorithm

COURSEWORK REASSESSMENT: QUESTION 4 Question 4:    Equation-based modelling (a)    (i)  Write Python code that numerically solves an ODE system (1) given a right-hand-side function f, timespan [t0, tf], initial condition y0, and number of steps N / step-size h = (tf – t0)/N, using the time-stepping algorithm (2) where   (2 marks) (ii) Using both the forward Euler method, and the method defined in part (a)(i), solve the ODE initial value problem (3) for t ∈ [1, 3], with step-size h = 0.5.  Plot a graph of the numerical solutions, together with the exact solution (4) and comment on the results.           (4  marks) (iii)  Plot a graph of the absolute error of the numerical solution of equation (3), using the method given in part (a)(i), versus step-size h, for a suitably-chosen range of h.  You should use the Euclidean distance between the numerical solution (5) to define the error. Use the graph to find the order of the truncation error as h → 0.    (4  marks) (b) The ODE system dt/dy = f(t, y), written in terms of components y = (S, E, I, R), represents an equation-based model of the transmission of a non-fatal disease with four states:   in which the population is divided into four groups: •  Susceptible: healthy and not yet infected with the disease, […]

Read Me

Write a summary for a recent piece of news about an Information Security or Network Security incident, and discuss the following points: –    How was it done? –    What was the technical issue behind?

Q1. News about Security Incident [10 Marks] Write a summary for a recent piece of news about an Information Security or Network Security incident, and discuss the following points: –    How was it done? –    What was the technical issue behind? –    Why is the incident important? –    What is the lesson learnt? –    How can it be prevented? –    … Write NO MORE THAN 300 words, and please also submit a copy of the news or the corresponding URL. Q2. Security Implications of RC4 on Wi-Fi Security [20 Marks] The security of Wi-Fi can be broken due to RC4. Investigate the issue and explain why it is the case in your own words. Notes: –       Before diving into the “meat”, include a section titled Problem […]

Read Me

Consider the map xk+1 = r sin(πxk) ,  k = 1, 2, . . . ,                                              (1) where r is a parameter from the interval r ∈ [0, 1]. (i) For parameter value r = 0.5 find all fixed points, for parameter value r = 0.8 find all period-

SEMT20001-R: Principles of Computational Modelling COURSEWORK REASSESSMENT: QUESTION 3 Question 3: Discrete vs continuous (a)  Consider the map xk+1 = r sin(πxk) ,  k = 1, 2, . . . ,                                              (1) where r is a parameter from the interval r ∈ [0, 1]. (i) For parameter value r = 0.5 find all fixed points, for parameter value r = 0.8 find all period-two orbits, and for parameter value r = 0.96 find all period-three orbits of map (1) within the interval [-1, 1]. Use a combination of interval bisection and interval Newton’s method.          (3 marks) (ii) Using indicator functions, calculate the transition matrix K for map (1) and for parameter values r = 0.5, r = 0.8 and r = 0.96.  Find the stationary distribution for the three parameter values.  Are there more than one ways to calculate stationary distributions from a given transition matrix?   (3 marks) (iii) Explain what would happen if instead of indicator functions, one used Chebyshev collocation to approximate the transition matrix and then calculate the stationary distribution.          (2 marks) (b)  Consider the function f(t) = exp(2cos(2t)) ,  t ∈ [-π,π].                                            (2) (i) Approximate function f, using orthogonal collocation with a library of functions ϕn,j(t), con- structed by appropriately scaling and shifting the order-n Dirichlet kernel   For each n there are 2n + […]

Read Me

These are the accounts of the Financial Statements of your company, alphabetically organized, at December of last year. Please draw up t

Exercise no. 3 / COMFOE SUBJECT: Economic and Financial Management AIMS Financial Statements: understanding and organization DESCRIPTION OF THE ACTIVITY These are the accounts of the Financial Statements of your company, alphabetically organized, at December of last year. Please draw up the Balance sheet and Income Statement formally organized and understand the meaning of every account. PL E Amortization of intangible assets 360 CA Receivables 16.200 […]

Read Me