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3. (Value: 20 marks, due in class Monday Dec 5, 2011)A new particle has been discovered in a lab by colliding two beams of leptons and measuring how many particles are produced as a function of the energy E of the beams. The table below gives the results.
where M = 91.01 GeV, Γ = 2.6 GeV, and σpol = 0.00009846 events. Create a random numbergenerator that produces random numbers according this distribution. Plot these random numbers in a histogram and superpose the data points on your distribution. You may chose one free floating normalization parameter to get the overall scale of the Monte Carlo eventsto agree with the data (state what normalization you use). However, the other parameters in the distribution are fixed to the values of M, Γ, σpol given above. Discuss the results of yourcomparison between data and Monte Carlo events. (d) It may be possible to improve the comparison by "smearing" your Monte Carlo results by a Gaussian distribution, i.e. once you have generated your Monte Carlo event, then add to it a second component which is another random number which follows a Gaussian distribution centered at zero but with a small width. This effectively widens your distribution. Smear your Monte Carlo data with a Gaussian of width 1 GeV and once again compare to the data. Discuss the results of your comparison between data and Monte Carlo events. Try smearing with Gaussians of different widths and explain what you see. What width best describes the data? (e) Given your work in parts (a)-(d), propose a better smearing function than a regular Gaussian.Explain your choice and show that this function works well at describing the data.
The future-value-of-money formula relates how much a current investment will be worth in the future, assuming a constant interest rate.
Write up your results using our standard format. Show and discuss the results of Steps 1-3 in some detail, including the observed convergence rates of steepest descent versus the Gauss-Newton method
You need to prepare a MATLAB code for the following - A randomly generated, [5x5] matrix (A), filled with random [2x2] sub matrices (aa).... for a total of a [10x10] matrix. Also, a multiplication factor
Write a function called eapprox that takes the value of K as input and which them approximates e using the method described.
Design and explain a computer-based simulation model which you will use to estimate the probability that among 25, 50, 75, 100, 500, or 1000 randomly chosen people, at least 2 people share the same birthday.
Use a random number generator to create a symmetric matrix - without using built-in MATLAB commands, using the Power Method in combination with the Method of Deflation, obtain the eigen values & eigenvectors of the matrix
Your assignment requires you to simulate, using Matlab, a casino style game of chance. In theory these games are completely governed by the rules of probability and should be able to be simulated by the use of random number generators
The different modes of transport in the world available like air travel, railways and personal transport like cars and motorcycles all have common problems like cost of running and maintenance and fuel prices.
What is the index of the largest Fibonacci number that can be represented exactly as a MATLAB double-precision quantity without roundoff error
Write a program that implements the LU factorisation algorithm 2.3, with partial pivoting, given in the Text and in the supplementary section with MATLAB versions of the algorithms.
In matlab: parking garage charges a $2.00 minimum fee to park for up to three hours. The garage charges an additional $0.50 per hour for each hour.
Simulate an ATM machine and provide the code. I have the answer already but i do not understand it; I need expert to guide through it step by step. thanks!
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