<abstract xmlns="http://www.w3.org/1999/xhtml">
<p>To solve the problems of time lag and high repetition rate of information released in the media-oriented information display of college libraries, this paper improves the media-oriented information display platform based on the numerical method of generalized differential equations. The intervals of the generalized differential equations solutions for the media-oriented information display of college libraries are discretized using a grid to obtain sub-intervals. The points on the grid for each subinterval are approximated continuously using the K-step edge-value method to obtain the information dissemination cycle solution. The bifurcated periodic solution is used to check the obtained information release period solution, and the final information update period is 7 days. The results of improving the media-based information display platform of university libraries and putting it into operation of university libraries show that: Using the information update cycle determined by the generalized differential function to improve the media-based information display platform of university libraries, the repetition rate of language information release decreases from 30% to 10%. The working hours of librarians were reduced from 5 hours per week to 3.5 hours per week. It can be seen that after improving the media-based information display platform of university libraries based on the numerical method of a generalized differential equation, the repetition rate of information release and the work efficiency of librarians of the platform is improved.</p>
</abstract>

To solve the problems of time lag and high repetition rate of information released in the media-oriented information display of college libraries, this paper improves the media-oriented information display platform based on the numerical method of generalized differential equations. The intervals of the generalized differential equations solutions for the media-oriented information display of college libraries are discretized using a grid to obtain sub-intervals. The points on the grid for each subinterval are approximated continuously using the K-step edge-value method to obtain the information dissemination cycle solution. The bifurcated periodic solution is used to check the obtained information release period solution, and the final information update period is 7 days. The results of improving the media-based information display platform of university libraries and putting it into operation of university libraries show that: Using the information update cycle determined by the generalized differential function to improve the media-based information display platform of university libraries, the repetition rate of language information release decreases from 30% to 10%. The working hours of librarians were reduced from 5 hours per week to 3.5 hours per week. It can be seen that after improving the media-based information display platform of university libraries based on the numerical method of a generalized differential equation, the repetition rate of information release and the work efficiency of librarians of the platform is improved.

Media-based information display in university libraries based on a generalized differential equation numerical method

Applied Mathematics and Nonlinear Sciences

This work is licensed under the Creative Commons Attribution 4.0 International License.

To solve the problems of time lag and high repetition rate of information released in the media-oriented information display of college libraries, this paper...

Media-based information display in university libraries based on a generalized differential equation numerical method

Online veröffentlicht: 09. Aug. 2023

Seitenbereich: -

Eingereicht: 10. Nov. 2022

Akzeptiert: 17. Feb. 2023

DOI: https://doi.org/10.2478/amns.2023.2.00156

Schlüsselwörter
Generalized functional analysis, Generalized differential equation, Time lag, K-step marginal method, Bifurcation period solution

© 2023 Shulong Li et al., published by Sciendo

This work is licensed under the Creative Commons Attribution 4.0 International License.

Media-based information display in university libraries based on a generalized differential equation numerical method

Online veröffentlicht: 09. Aug. 2023

Seitenbereich: -

Eingereicht: 10. Nov. 2022

Akzeptiert: 17. Feb. 2023

DOI: https://doi.org/10.2478/amns.2023.2.00156

SchlüsselwörterGeneralized functional analysis, Generalized differential equation, Time lag, K-step marginal method, Bifurcation period solution

© 2023 Shulong Li et al., published by Sciendo

This work is licensed under the Creative Commons Attribution 4.0 International License.

Schlüsselwörter
Generalized functional analysis, Generalized differential equation, Time lag, K-step marginal method, Bifurcation period solution