For the computer to interact with human users intelligently, computers should be able to recognize the emotions and gestures of humans, by analyzing the human's emotional state, body action, a moment of hand, and behavior. A Facial expression and Hand Gesture play a communicative role in interpersonal relations with humans and computers to act intelligently by analysis of the human affective state, cognitive activity, intention, and personality. Automatic recognition of facial expressions and hand gesture recognition can be an important component of natural human-machine interfaces in many fields and areas. It may also be used in behavioral science, user reviews, and clinical practice. The system can recognize facial expressions and hand gestures by analyzing feature extraction of both facial and hand gesture recognition. Then the system will able to classify their respective classes. The Project results show that our system could distinguish Facial Emotions and Hand Gestures. Although a Face Emotion and Hand Gesture Analysis module is typically designed to deal with single images.
In this paper, we have proved some characterization theorems of best approximation in linear 2-normed spaces, Some of the results in inner product spaces have been extended to 2-inner product space set up and also provided some results in 2-inner product spaces and also established some equivalent conditions for orthogonality in the context of linear 2-normed spaces.
In this paper, we have proved some characterization theorems of best approximation in linear 2-normed spaces, Some of the results in inner product spaces have been extended to 2-inner product space set up and also provided some results in 2-inner product spaces and also established some equivalent conditions for orthogonality in the context of linear 2-normed spaces.
In this paper, we solve the following quartic functional equation f(x+y2−z)+f(y+z2−x)+f(z+x2−y)=916(f(x−y)+f(y−z)+f(z−x)) originating from the sum of the medians of a triangle, and prove the Ulam-Hyers stability of the quartic functional equation in fuzzy normed space by the direct and fixed point methods. An application of this functional equation is also provided.
