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Mathematics

Questions tagged [discrete-time]

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For questions related to discrete time. Discrete time views values of variables as occurring at distinct, separate "points in time", or equivalently as being unchanged throughout each non-zero region of time ("time period")—that is, time is viewed as a discrete variable.

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It occurred to me to ask this question of the video SE community, but I worry about their mathematical prowess, and I'm looking for a really clean formula or algorithm for this problem.I have a song ...
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Sorry to import another mathematical problem from the Digital Signal Processing domain. I will try to pose the problem using notation mostly conventional for general mathematicians, not just ...
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I recently started studying signals and systems and am trying to solve a problem where I am given the discrete-time signal$$x_3[n] = \cos\left(\frac{\pi}{4}n\right)$$I setup the problem as$$E_\...
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I am working with a set of time stamps at which a discrete periodic event occurs. My data set is incomplete (I do not know every time the event occurs), but it is not noisy (I have a high confidence ...
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assumptionsLet $(x_t)_{t=0}^T$ be a supermartingale, where$T\in\mathbb N_0\cup\{\infty\}$ is a stopping time with finite expectation, andthe difference sequence $(x_t - x_{t-1})_{t=1}^\infty$ is ...
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I have two time-series signals, say θ₁[n] and θ₂[n], sampled at constant time intervals. To analyze their relationship, I compute the Pearson correlation coefficient over batches of N samples using ...
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I am reading about graph burning, which is a deterministic discrete-time process on graphs (Bonato, Anthony, A survey of graph burning, Contrib. Discrete Math. 16, No. 1, 185-197 (2021). ZBL1457.05068....
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This question is in relation to pages 100-101 of Boyd et al.'s Linear Matrix Inequalities in System and Control Theory.Continuous-time LTI systemUsing the standard Lyapunov equation approach, one ...
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Given N repeating events with a fixed period of time T, where A is the first portion of T that is active, what is the total percentage of time that all N events are active simultaneously, considering ...
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I'm going to present a simple example with $n=2$ to show the question I would like to ask.Consider the discrete map $ x' = f(x) $ with a fixed point $ (\bar{x}, \bar{y}) $. Suppose the Jacobian ...
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A common form for a discrete-time state space model is$$x(n + 1) = (I + TA)x(n) + TBu(n)$$In the derivation one arrives at,$$zX(z) = (I + TA)X(z) + TBU(z)$$Then it is said to take the inverse z ...
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I have two repeating events that start at the same time but may have different periods between start times and different durations. How can I calculate the percentage of time that they are both active ...
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Question: What's the DTFT (discrete time Fourier transform) of the resulting infinite length signal created by starting with $\cos(2\pi f t + \phi)$, truncating it to the range $t\in [0, 1.25/f]$, ...
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I am trying to get an intuitive understanding of a time advance.I can see how it is done in math; I just wonder where it applies in practice and how to understand/explain it.The idea of a time ...
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Imagine a Markov process $X_t\in[\underline{x}, \overline{x}]\subseteq [0,1]$, $t$ is discrete and $x$ is continuous. Introduce two continuous and differentiable functions $f(x)$ and $g(x)$, both ...

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