The following method describes how can one obtain the PRC as a function of timings of pulses. $latex T_1, T_2 $ are the timings. ts is the time of perturbation. $latex T_1$ is the free running period and $latex T_2 $is the perturbed period.

# Newtons iteration as a map – Part 2

It is fun to look at how the iterates move in newton's iterations in the case of $latex Sin(x) $ function. The iterate derived in the previous post is as follows $latex x(n+1) = x(n) - Tan(x(n)) $ If one start at start around 2 we quickly converge to the solution. 🙂 The sin function… Continue reading Newtons iteration as a map – Part 2

# Newton’s iteration as map – Part 1

Newton Iterations is a well known methodology to compute the solution of the problem f(x) = 0. It is very interesting to look at it as a map. The iteration step is as follows for x(n+1). Let the function be Sin(x) then it results in the following map The plot of the function and the… Continue reading Newton’s iteration as map – Part 1

# Corona Virus Live Page

I will be adding information about Coronavirus and its spread as and when I find it relevant. Comprehensive update BBC 2. Good news? 3. The Maths 01. Prediction of how far it can reach. 4. Data Set Wolfram

# Privacy Policy – ChooseRight App

Privacy Policy Midhun P Unni built the chooseright app as a Free app. This SERVICE is provided by Midhun P Unni at no cost and is intended for use as is. This page is used to inform visitors regarding my policies with the collection, use, and disclosure of Personal Information if anyone decided to use… Continue reading Privacy Policy – ChooseRight App