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Questions tagged [uncertainty]

A broad concept concerning lack of knowledge, especially the absence or imprecision of quantitative information about a process or population of interest.

10 votes
3 answers
374 views

Hypothetical question, so I don't have actual data or visualization to share, but this is a problem I might face in the future. Let's say I have a map of a region, divided by counties. I take samples ...
Dani's user avatar
  • 101
3 votes
1 answer
97 views

If a predictive system operates under constraints on information storage, is it possible to formally characterize the minimum sufficient information it must retain or infer from the past in order to ...
Ragul's user avatar
  • 41
1 vote
0 answers
73 views

We use data uploaded on a citizen science platform, eBird, to estimate annual abundance trends for India’s birds. Due to the nature of birdwatching, there are some locations (sites) in the country ...
Shasank Ongole's user avatar
4 votes
1 answer
241 views

Say I have a nonlinear mathematical model $f$ that maps points $(u,v)$ to $(x,y,z)$: $$ (x,y,z) = f(u,v) $$ This model has 3 parameters: $(\phi,\theta,\psi)$. I have $N$ correspondences: $$ (x_i,y_i,...
Andy's user avatar
  • 933
4 votes
1 answer
90 views

I am estimating the rotation $(\delta_\text{yaw}$, $\delta_\text{pitch}$, $\delta_\text{roll})$ between a camera and an Inertial Measurement Unit (IMU) both onboard a drone. I do this by placing $N$ ...
Andy's user avatar
  • 933
9 votes
1 answer
109 views

I want to determine the accuracy, uncertainty and amount of points I need for my regression analysis. I have found these (unofficial) formulas: $$S_{xx} = \frac{N(N^2-1)}{12} (\Delta x)^2$$ $$\sigma_m ...
kucb's user avatar
  • 91
0 votes
0 answers
18 views

I am attempting to evaluate the variance in performance for different logistic regression models using a bootstrapping scheme. My current idea is to use cross-validation within each replicate to ...
Ethan H.'s user avatar
0 votes
0 answers
18 views

I’m using an ensemble of M = 5 deep neural networks, each evaluated with T = 100 Monte Carlo dropout samples at test time to estimate predictive uncertainty. The model performs binary classification (...
Solomon123's user avatar
1 vote
3 answers
124 views

I am looking to quantify the uncertainty about a parameter of a finite population, from a Bayesian perspective. Example. For example, we consider the proportion of people with a gym membership in ...
Dennis's user avatar
  • 13
1 vote
0 answers
44 views

In Bayesian inference, when the model is well-specified, and the prior is reasonable with respect to the true parameter of the model, the posterior is guaranteed to be well-calibrated under fairly ...
jms's user avatar
  • 121
1 vote
0 answers
45 views

When analysing a molecular dynamics simulation, I get a tensor (3x3 matrix) at each timestep -- this is generally a function of the individual atomic positions in the simulation, $\mathbf{T}_i=f(\...
FusRoDah's user avatar
  • 111
1 vote
0 answers
67 views

I am working on a problem relating to the 'distinguishability' of a source, that is, given a network of points in space where measurements of the azimuth to the source can be made, I would like make a ...
hemmelig's user avatar
  • 111
3 votes
0 answers
102 views

This is a re-post of my question here (has votes to migrate, but also required data). I can delete this version and follow instructions to migrate my OP properly, if that's preferred. This is more of ...
Nate's user avatar
  • 2,621
4 votes
1 answer
106 views

Gaussian Process Regression (GPR) enables uncertainty quantification by modeling the posterior distribution of functions. Given observed data, the latent function is the mean of the posterior ...
C_Swann22's user avatar
  • 145
1 vote
1 answer
83 views

I am computing AUROC estimates and corresponding variances / confidence intervals. Some of my samples happen to have AUROC == 1, i.e., all positive examples are ranked above all negative examples. ...
Eike P.'s user avatar
  • 3,402

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