Only knowing with degrees of confidence

Determining Teachers’ Professional Qualifications in “The Learning Approach to Knowing” and Presenting Executive Strategies for Realization of this Approach: A Mixed-Method Research

The present study aims at determining teachers’ professional qualifications in “the learning approach to knowing” and presenting executive strategies for realization of this approach. The research employs an exploratory mixed-method research. The population in the qualitative part of the research consists of experts of education and in the quantitative part includes all high school teachers of ...

Episodic memory and autonoetic consciousness: a first-person approach.

Episodic memory is identified with autonoetic consciousness, which gives rise to remembering in the sense of self-recollection in the mental re-enactment of previous events at which one was present. Autonoetic consciousness is distinguished from noetic consciousness, which gives rise to awareness of the past that is limited to feelings of familiarity or knowing. Noetic consciousness is identifi...

A Comparative Study of Self-Confidence from the Perspectives of Quran, Ahadith and Psychology

Background and Objectives: Self-confidence, referring to relying on and exploiting individual abilities and talents for realizing spiritual and material prosperity, not only contradicts but is in agreement with and a prerequisite for faith in God. Practically, the greater faith in God one has, the more potent self-confidence he /she possess. Investigating the subject of self-confidence from the...

Finite groups with three relative commutativity degrees

‎‎For a finite group $G$ and a subgroup $H$ of $G$‎, ‎the relative commutativity degree of $H$ in $G$‎, ‎denoted by $d(H,G)$‎, ‎is the probability that an element of $H$ commutes with an element of $G$‎. ‎Let $mathcal{D}(G)={d(H,G):Hleq G}$ be the set of all relative commutativity degrees of subgroups of $G$‎. ‎It is shown that a finite group $G$ admits three relative commutativity degrees if a...

Only Knowing with Confidence Levels: Reductions and Complexity