Publicado en 3C TIC – Volume 11 Issue 2 (Ed. 41)

Autores

• Sreya Valiya Valappil
• Shaini Pulickakunnel

Resumen

Abstract

The essential maps introduced by Granas in 1976 is a best tool for proving continuation results for compact maps. Several authors modified this idea to different scenarios. This is a review article, here, we consider the continuation results based on essential maps and the Leray-Schauder principle in the setting of uniquely geodesic spaces [20].

Artículo

Palabras clave

Keywords

Γ−uniquely geodesic spaces, Essential maps, Fixed point, Leray Schauder principle

Articulos relacionados

• Efficient system for CPU metric visualization
• Near-lossless compression scheme using hamming codes for non-textual important regions in document images
• Review on deep learning based techniques for person re-identification
• Background removal of video in realtime
• Performance analysis of NOMA in Rayleigh and Nakagami Fading channel
• Virtual emotion detection by sentiment analysis
• RFM analysis for customer segmentation using machine learning: a survey of a decade of research
• Rice quality analysis using image processing and machine learning
• Benchmarking for Recommender System (MFRISE)
• Shapley values to explain machine learning models of school student’s academic performance during COVID-19