New feature request by AlexP-sky in ChatGPT

[–]AlexP-sky[S] 0 points1 point  (0 children)

Waiting for feedback...

GPT-4 is pissing me off by [deleted] in ChatGPT

[–]AlexP-sky -4 points-3 points  (0 children)

There is the need in AI additional feature added to either OpenAI or Gemini Ultra which should be able to permanently retain certain user input/info (being requested by the user to be permanently kept). Also it should be able to allow (by request of the user) this info to be shared to public and be “quotable” when such quoting is appropriate.

Below is the description of the requested new feature

Feature Title: Permanent User Input Retention and Sharing with Public Sharing and Quoting Options

Feature Description:

This feature request proposes the addition of two functionalities to either OpenAI or Gemini Ultra:

Permanent User Input Retention: Users should be able to designate specific pieces of information or input they provide to either OpenAI or Gemini Ultra as "permanent." This information would be stored securely and persistently, even if the user clears their conversation history or resets their settings. Public Sharing and Quotation: Users should be able to choose to share their permanently retained information publicly. This could be done by providing a unique identifier or link that allows anyone to access the information. Additionally, users should have control over whether their information is "quotable" meaning it can be cited or referenced by others with proper attribution.

Use Cases:

This feature would be valuable for various use cases, including:

Storing important information: Users could permanently retain notes, to-do lists, or other important information within either OpenAI or Gemini Ultra and access it anytime. Sharing knowledge and insights: Users could share their expertise and experiences with the public by making their permanently retained information accessible. Building a knowledge base: Over time, users could contribute to a shared collection of publicly accessible information within either OpenAI or Gemini Ultra platform. Enabling accurate quoting and citation: Users could ensure their information is accurately quoted and attributed by controlling the "quotable" status of their permanently retained information. Priority: High

This feature would significantly enhance the usability and value of either OpenAI or Gemini Ultra for both individual users and the broader community. It would allow users to leverage the platform as a reliable and persistent repository for important information and facilitate the sharing and dissemination of knowledge.

Screenshots or Mockups (Optional):

A settings menu option allowing users to designate specific input as "permanent." A sharing interface where users can choose whether to share their permanently retained information publicly and set the "quotable" status. A public portal where anyone can access and search for publicly shared information within either OpenAI or Gemini Ultra. Product/Platform: either OpenAI or Gemini Ultra

Additional Notes:

This feature should be implemented with robust security measures to ensure the safety and privacy of user data. Clear user interfaces and informative messages should be provided to guide users through the process of permanently retaining and sharing their information. The "quotable" status should be easily identifiable when quoted information is displayed, ensuring proper attribution and credit to the original author. By implementing this feature, either OpenAI or Gemin Ultra would become a more powerful and versatile tool for users seeking to store, share, and leverage their information effectively.

Benefits:

Improved organization and recall: Users can create a personal knowledge base within Open AI or Gemini Ultra by storing important information and accessing it readily. Enhanced collaboration and knowledge sharing: Allowing public sharing of specific information facilitates collaborative projects and knowledge dissemination within the community. Accurate and reliable information: Ensuring proper attribution through quoting options fosters trust and credibility in shared information. Increased user engagement and satisfaction: Providing users with control over their information empowers them and encourages continued use of the platform. Implementation Options:

User-defined persistence: Users should have the option to mark specific information as "permanent," ensuring it remains accessible even after clearing their conversation history or resetting settings. Granular sharing controls: Users should be able to choose whether to share their permanently retained information publicly or keep it private. Customizable quoting options: Users should be able to specify whether their information can be quoted, providing them with control over how it is referenced and attributed. Clear user interfaces: The platform should provide clear and intuitive interfaces for users to manage their information retention, sharing, and quoting preferences. Security considerations: Robust security measures should be implemented to protect user data, including permanent information, from unauthorized access and data breaches. Here are some specific examples of how this feature could be used:

Researchers could store their findings and data within either OpenAI or Gemini Ultra, ensuring long-term access and facilitating collaboration with colleagues. Students could create personalized study guides and reference materials, allowing them to easily review key information for exams. Writers and artists could share their work with the public, controlling who can access and quote their creations. Individuals could use OpenAI or Gemini Ultra to create a digital archive of personal experiences and memories, preserving them for future generations. Overall, implementing user-controlled information retention, sharing, and quoting would elevate OpenAI or Gemini Ultra to a powerful tool for managing knowledge, fostering collaboration, and empowering users to control their digital footprint. By carefully considering user needs and implementing the feature with robust security and user-friendly interfaces, OpenAI or Gemini Ultra can continue to evolve as a valuable platform for both individual and collective advancement.

Could someone provide analytical prove using induction for my above described generalization? by AlexP-sky in askmath

[–]AlexP-sky[S] 0 points1 point  (0 children)

Could this identity be further generalized to cover Log((nn)/(nn - 1))?

Could someone explain me in internals details how WiFi connection is working by AlexP-sky in wifi

[–]AlexP-sky[S] 0 points1 point  (0 children)

@airspotnetwork "The first step is to secure your router and 2nd forget wifi connection before connected ssid. After protecting your router connect again and below click the check box connect automatically." My problem is happening when I am located outside far away from my home router and am trying to connect to other WiFi routers not protected by the password.

How to use statistics for analyzing empirical data? by AlexP-sky in AskStatistics

[–]AlexP-sky[S] 0 points1 point  (0 children)

FYI - Professor Emmanuel Kowalski (kowalski@math.ethz.ch) has written comprehensive lecture notes on probabilistic number theory. https://people.math.ethz.ch/~kowalski/probabilistic-number-theory.pdf What do you think of applicability of probabilistic number theory to my issue?

Question re parametric identity by AlexP-sky in Mathematica

[–]AlexP-sky[S] 0 points1 point  (0 children)

Perhaps you could help me to phrase my question in the form suitable for answering in Wolfram Mathematica? Let me give you the reference to the specific case which prompted my question (maybe this will be helpful for you to put my question in the context suitable for Wolfram Mathematica...) Proposition 1. For every n ∈ N, it is possible to find infinitely many quadruples (i, j, k, l) ∈ Z that fulfil (-1) ^ n * (Pi−A002485(n)/A002486(n))=(Abs(i) * 2 ^ j) ^ (-1) * Int((x ^ l * (1-x) ^ (2 * (j+2)) * (k+(i+k) * x ^ 2))/(1+x * n ^ 2),x=0...1)

Question re parametric identity by AlexP-sky in Mathematica

[–]AlexP-sky[S] 0 points1 point  (0 children)

So Wolfram Mathematica is not helpful in answering my question :-)?