Row 7543

Row ID: 7543 | Dataset Entry | Axioma AXP Content Repository

Content Data

This page contains data entry 7543 from the Axioma AXP content repository. The structured data below represents the complete record for this entry.

In chapter 5, in the subsection bayesian statistic, I came through this passage, \`\`The variance of the estimator is an assessment of how the estimate might change with alternative samplings of the observed data. The Bayesian answer to the question of how to deal with the uncertainty in the estimator is to simply integrate over it, which tends to protect well against overfitting.\`\`

can't really make sense of it. what does it mean by integrate over it. what is it? and how does it protect against overfitting...

FieldValue
text In chapter 5, in the subsection bayesian statistic, I came through this passage, \`\`The variance of the estimator is an assessment of how the estimate might change with alternative samplings of the observed data. The Bayesian answer to the question of how to deal with the uncertainty in the estimator is to simply integrate over it, which tends to protect well against overfitting.\`\` can't really make sense of it. what does it mean by integrate over it. what is it? and how does it protect agai…
label r/deeplearning
dataType post
communityName r/deeplearning
datetime 2024-05-16
username_encoded Z0FBQUFBQm5LakwzY2d5X2FTVFpNQ3JWV1ZWUjNYOXZlR1R3bmtpVDNiNFVSTDFkb3c0d0kwUEFqb2dhSk9vQ2ttQUpsQ0NiVGU0LVpaUm55SC1NWXRtS2VwUmNwc3JjV3U1NDU2c2xyUWZuVnZjS0sxc0I4OGc9
url_encoded Z0FBQUFBQm5Lak9IZklFb2hhcFVlOHBPeE5OMHhMWXVfWDE1N1hzUGQtOUFlZkpFUHhtQUNQbHZTa1lkVWdkanVVcTFMaERkbTFReFh6Mjg0UDJlSV9lY3JvN29DLWtndkxBbnVyWDd1bUVmdHZRTXdwLXFYdk5wci1yT25GZkgwSzhZbEpIRG5wUUdENmFPWkpvS1VBLUtuRnlTeXdKWjU1ZDdzMzhyT0tiV1RzWW5zMFMtRlhWSzNyYmZKME9OZEIteC1uXzlwVk5W

Raw Record

{
  "text": "In chapter 5, in the subsection bayesian statistic, I came through this passage, \\`\\`The variance of the estimator is an assessment of how the estimate might change with alternative samplings of the observed data. The Bayesian answer to the question of how to deal with the uncertainty in the estimator is to simply integrate over it, which tends to protect well against overfitting.\\`\\`\n\ncan't really make sense of it. what does it mean by integrate over it. what is it? and how does it protect against overfitting...",
  "label": "r/deeplearning",
  "dataType": "post",
  "communityName": "r/deeplearning",
  "datetime": "2024-05-16",
  "username_encoded": "Z0FBQUFBQm5LakwzY2d5X2FTVFpNQ3JWV1ZWUjNYOXZlR1R3bmtpVDNiNFVSTDFkb3c0d0kwUEFqb2dhSk9vQ2ttQUpsQ0NiVGU0LVpaUm55SC1NWXRtS2VwUmNwc3JjV3U1NDU2c2xyUWZuVnZjS0sxc0I4OGc9",
  "url_encoded": "Z0FBQUFBQm5Lak9IZklFb2hhcFVlOHBPeE5OMHhMWXVfWDE1N1hzUGQtOUFlZkpFUHhtQUNQbHZTa1lkVWdkanVVcTFMaERkbTFReFh6Mjg0UDJlSV9lY3JvN29DLWtndkxBbnVyWDd1bUVmdHZRTXdwLXFYdk5wci1yT25GZkgwSzhZbEpIRG5wUUdENmFPWkpvS1VBLUtuRnlTeXdKWjU1ZDdzMzhyT0tiV1RzWW5zMFMtRlhWSzNyYmZKME9OZEIteC1uXzlwVk5W"
}

Entry Information