Newest Questions

4 votes
2 answers
243 views

Why covariance instead of correlation in the definition of degrees of freedom (effective number of parameters)

The definition of degrees of freedom (effective number of parameters), sourced from here, is: Suppose that we observe: $$ y_i = r(x_i) + \varepsilon_i, \quad i = 1, \ldots, n, $$ where the errors $\...
Antonios Sarikas's user avatar
0 votes
0 answers
36 views

Combined variable in multiple logistics regression?

Good morning, I would like to run a multiple logistic regression using a combined variable. I have two categorical variables, A (Yes/No) and B (Yes/No). Can I create a new variable, C, to use in the ...
IlB's user avatar
  • 1
3 votes
0 answers
55 views

Delta method application

consider $$C = (\Sigma B) \circ B$$ where $B$ is a $K\times 1$ vector of parameters $\Sigma$ is a $K\times K$ covariance matrix and $\circ$ denoted the element-wise multiplication. $\Sigma$ is to be ...
user9875321__'s user avatar
0 votes
1 answer
31 views

Show that for a $2^n$ experiment with $r$ replicates, S.S. due to any effect${}=[\text{Effect Total}]^2/ (2^nr)$

Show that for a $2^n$ experiment with $r$ replicates, S.S. due to any effect${}=[\text{Effect Total}]^2/(2^nr)$. This is a very standard result for factorial experiment but I'm not able find a full ...
Albert's user avatar
  • 321
0 votes
0 answers
26 views

Can I do statistical tests on the Index of Relative Importance (%IRI) in dietary studies?

I am trying to determine the importance of each prey taxa (79 total) in a species' diet, according to the sampling session (17 total) in the overall diet, and for each of my 17 sampling sessions. When ...
YvonneS's user avatar
1 vote
0 answers
13 views

How do you calculate manually the ATT for a model with multiple treatments? [duplicate]

For 2 treatment, it is easy to calculate the ATT. But for more than two treatment, how can the ATT be calculated manually?
Al Leong's user avatar
0 votes
0 answers
19 views

Mean and variance of partitioned sample multiplied by a scalar

Suppose I have a sample ${x_1,x_2,...,x_n}$ with mean $\mu$ and SD $\sigma$. The sample is normally distributed. If I take a fraction of the sample (say, the first $m$ values) and multiply them by a ...
lincoln80's user avatar
0 votes
0 answers
26 views

Convexity of loss function in model fitting without known data

I am a bit confused about the concept of convexity analysis when doing model fitting. Say I have developed some model of two parameters $f(x;\theta_1,\theta_2)$, that I will plan to fit to some data I ...
Heisenbugs's user avatar
0 votes
0 answers
20 views

Meta-analysis on incidence - how to manage missing follow-up duration in some studies

I'm interested in performing a meta-analysis estimating the incidence (event/person-year) of a certain adverse event of interest in those who have undergone a procedure. I have identified a list of ...
Wei Qi Loh's user avatar
0 votes
0 answers
49 views

Need Help with ARIMA Analysis – Stationarity and Differencing Confusion

I’m currently working on another ARIMA analysis using a different yearly dataset I obtained online. The dataset contains 42 observations with two variables: Year and Number of Deaths. I've already ...
Ace's user avatar
  • 31
2 votes
1 answer
82 views

How common (or advisable) is it to constrain factor loadings to be non-negative in CFA

I've been thinking about the practice of imposing lower bounds (e.g., setting a minimum of 0) on factor loadings $\lambda$ in confirmatory factor analysis and structural equation modeling. It seems ...
Preston Botter's user avatar
1 vote
0 answers
32 views

Why is the residual standard error a measure of the standard deviation of $\epsilon$? [duplicate]

I have been working through the book "Introduction to Statistical Learning". Here is how I have come to understand a regression problem is set up: We choose to do a simple linear regression....
Abhay Agarwal's user avatar
0 votes
0 answers
40 views

Minimum number of observations quantile regression

My goal is to estimate the market beta (so exposure of an asset returns to market shocks) in quantiles : $Q_{r_i|r_M} = a_0(\tau) + \beta_i(\tau)r_M+\varepsilon_i(\tau)$ where $r_i$ are asset returns (...
justaneconomist's user avatar
1 vote
0 answers
17 views

Could coefficient of variation be used on a ratio of two measurements?

I have length and width measurements for teeth (in cm), and have calculated a ratio of width to length as a means of comparing differences in tooth shape. Would it be viable to use coefficient of ...
Rudy Hummel's user avatar
0 votes
0 answers
15 views

Methods for dimension reduction and modelling of sparse, corelated, hierarchical health data with an outcome

I’m working with a health dataset where the outcome is binary (presence or absence of cardiovascular disease) and fairly rare (~300 people, ~5% of the sample). I have a large number of potential ...
Joe Schofield's user avatar

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