Attachment theory

The study "Determinants of executive remuneration: Australian evidence" is primarily motivated by the recent importance attached to corporate governance and regulation of executive compensation by government bodies, other regulatory agencies, media commentators and other stakeholders. No other Australian research has, to date, been carried out in a setting where companies are subject to the full extent of recent regulatory changes.

227p runthenight04 02-02-2023 6 2   Download

The primary research objective of this thesis is to examine the role of attachment in endorsements. More specifically, its objective is to understand the interaction of influence of attachment between the three entities in any endorsement, consumer, celebrity and product, on consumer perceptions and overall effectiveness of the endorsement.

174p runthenight04 02-02-2023 5 2   Download

(BQ) Said content part 1 book Theories Social work in action, section 2 presents the contents section: Developing Communities, working with Strengths, attachment - Reworking relationships. Invite you to reference.

180p doinhugiobay_15 22-02-2016 55 4   Download

Bài viết này hướng đến các đối tượng đang thực hiện công việc chăm sóc trẻ với mục đích tìm hiểu những nội dung chính yếu của học thuyết gắn bó để tìm cách cải thiện chất lượng mối quan hệ tương tác giữa trẻ với cha mẹ nói riêng và chất lượng sống của trẻ nói chung.

7p nganga_01 04-09-2015 678 19   Download

FINITE DIFFERENCE SCHEMES WITH MONOTONE OPERATORS N. C. APREUTESEI Received 13 October 2003 and in revised form 10 December 2003 To the memory of my mother, Liliana Several existence theorems are given for some second-order difference equations associated with maximal monotone operators in Hilbert spaces. Boundary conditions of monotone type are attached. The main tool used here is the theory of maximal monotone operators. 1. Introduction In [1, 2], the authors proved the existence of the solution of the boundary value problem p(t)u (t) + r(t)u (t) ∈ Au(t) + f (t), u (0) ∈ α u(0) − a , a.e.

12p sting12 10-03-2012 41 4   Download

This is a report on the recent proof of the fundamental lemma. The fundamental lemma and the related transfer conjecture were formulated by R. Langlands in the context of endoscopy theory in [26]. Important arithmetic applications follow from endoscopy theory, including the transfer of automorphic representations from classical groups to linear groups and the construction of Galois representations attached to automorphic forms via Shimura varieties.

29p yeuthuong 21-10-2010 89 16   Download