consistent estimation of generative model representations in the data kernel perspective space
[[paper-data]]
Formula
Notes
I believe this is the paper that says working in the DKPS is valid, but I would need to read it again to be sure.
Just kidding, I think it is actually Comparing Foundation Models using Data Kernels that does that
This has convergence of DKPS to some arbitrary deterministic representation of the space instead.
Theorem 1 here = Theorem 2 in Trosset and Priebe 24 Continuous Multidimensional Scaling
- [I] More replicates
better estimation - (fixed models and queries)
Theorem 2 here
-
[I]
-
(Bound on growth of number of queries wrt number of replicates)
-
[?] Are the MDS guarantees specifically for the raw-stress embedding? And what is the raw stress embedding anyway?
Mentions
Mentions
const modules = await cJS()
const COLUMNS = [
{ id: "Name", value: page => page.$link },
{ id: "Last Modified", value: page => modules.dateTime.getLastMod(page) },
];
return function View() {
const current = dc.useCurrentFile();
// Selecting `#game` pages, for example.
let queryString = `@page and linksto(${current.$link})`;
let pages = dc.useQuery(queryString);
// check types
pages = pages.filter( (p) => !modules.typeCheck.checkAll(p, current) ).sort()
return <dc.Table columns={COLUMNS} rows={pages} paging={20}/>;
}
const { dateTime } = await cJS()
return function View() {
const file = dc.useCurrentFile();
return <p class="dv-modified">Created {dateTime.getCreated(file)} ֍ Last Modified {dateTime.getLastMod(file)}</p>
}