Social sciences such as economics and marketing has growing interest on consumer behavior the underlying psychological factors. In particular, Consumer Need for Uniqueness (CNfU) receives notable attention from scholars. However, literature lacks focus how customization is related with CNfU. Moreover, Gen Z, highest population of consumers are neglected in previous studies. The main objective t...

Purpose This paper aims to examine the differences in process by which three types of self-congruity (actual, ideal and social) interact with need for uniqueness (NFU) influence brand loyalty via experience attachment. Design/methodology/approach An online survey 428 members an Australian consumer panel. The data are analyzed using structural equation modeling (SEM). Findings results show that ...

We present a uniqueness type system that is simpler than both Clean’s uniqueness system and a system we proposed previously. The new type system is straightforward to implement and add to existing compilers, and can easily be extended with advanced features such as higher rank types and impredicativity. We describe our implementation in Morrow, an experimental functional language with both thes...

in this paper, we prove some coupled coincidence point theorems for mappings with the mixedmonotone property and obtain the uniqueness of this coincidence point. then we providing useful examples in nash equilibrium.

Previously we introduced the concept of continuous quantification of uniqueness, as a general purpose technique designed to be applicable to any situation in which there is a need to decide which of several equally effective objects to choose for a task, that requires recognition of the chosen object, in a variety of contexts, by comparing attributes which contain a non trivial amount of contex...

this paper is devoted to the proof of the unique solvability ofthe inverse problems for second-order differential operators withregular singularities. it is shown that the potential functioncan be determined from spectral data, also we prove a uniquenesstheorem in the inverse problem.

Inspired by the fact that the discontinuous mappings cannot be (Banach type) contractions and cyclic contractions need not be continuous, and taking into account that there are applications to integral and differential equations based on cyclic contractions, a new type of cyclic contraction mappings satisfying an implicit relation that involves a control function for a map in a metric space is ...

‎We consider the uniqueness problem of algebroid functions‎ ‎on an angular domain‎. ‎Several theorems are established to extend the uniqueness theory of meromorphic functions to algebroid functions‎.