RepositoryWebrefFatcatCategory

AI Overview😉

  • The potential purpose of this module is to categorize web pages into specific topics or verticals and assign a weight or score to each category, indicating its relevance or importance. This helps Google's search algorithm to better understand the content and context of a webpage.
  • This module could impact search results by influencing the ranking of web pages based on their categorized topics and scores. Web pages with higher scores in relevant categories may be considered more authoritative or relevant, leading to higher search engine rankings. Conversely, web pages with lower scores or mismatched categories may be demoted in search results.
  • To be more favorable for this function, a website may focus on creating high-quality, topic-specific content that clearly indicates its relevance to a particular category or vertical. This could involve using relevant keywords, meta tags, and structured data to help Google's algorithm accurately categorize and score the content. Additionally, ensuring that the website's content is well-organized, easy to navigate, and provides value to users can also contribute to a higher score and better search engine rankings.

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GoogleApi.ContentWarehouse.V1.Model.RepositoryWebrefFatcatCategory (google_api_content_warehouse v0.4.0)

Attributes

  • id (type: integer(), default: nil) - The category ID from verticals4. See go/verticals4 and where we read them in http://google3/repository/webref/preprocessing/fatcat-categories.cc
  • score (type: number(), default: nil) - The relative weight of the category within a distribution.

Summary

Types

t()

Functions

decode(value, options)

Unwrap a decoded JSON object into its complex fields.

Types

Link to this type

t()

@type t() :: %GoogleApi.ContentWarehouse.V1.Model.RepositoryWebrefFatcatCategory{
  id: integer() | nil,
  score: number() | nil
}

Functions

Link to this function

decode(value, options)

@spec decode(struct(), keyword()) :: struct()

Unwrap a decoded JSON object into its complex fields.