Titlebook: Research on the Mode of Targeted Poverty Alleviation in China; Chengbin Liu,Weiping Tan Book 2022 Huazhong University of Science and Techn

含糊其辞

abduction

Systematic Rationality and Strategy of Targeted Poverty Alleviation Practice,Chapter four demonstrates the generation logic, practice mode, and typical experience of accurate identification, accurate assistance, accurate management, and accurate examination from the perspective of systematic rationality.

Ardent

,Comprehensive Coupling: Analysis of China’s Targeted Poverty Alleviation Mode,This chapter analyzes China’s mode of targeted poverty alleviation from the theory’s source, definition, structure, and significance.

思想上升

The Comparison Between System Theory and Poverty Alleviation in Typical Countries,Based on the experience of India, Brazil, and Mexico, chapter six introduces the practice of identification and policy implementation in different countries. Further, it compares the differences between these countries to provide theoretical references for the better development of China’s targeted poverty alleviation.

不知疲倦

Summary and Prospect,This chapter brings forth the conclusions. Based on a systematic theory, it scientifically analyzes the new direction of targeted poverty alleviation after 2020.

multiply

Chengbin Liu,Weiping TanPuts forward the coupling theory of China‘s targeted poverty alleviation strategy.Summarizes the changes of China’s poverty alleviation polices.Compares the experience of poverty alleviation in typica

ADJ

nerators and relations which can be used to detect the structure of a group. Nevertheless, results in the indicated direction exist. The clue is to ask the right question. Classical geometry is a typical example in which the factorization of a motion into reflections or, more generally, of a colline

新手

Chengbin Liu,Weiping Tanm defined on V and n ⊥ 3. Let U = U.(K,f.) denote the associated unitary group. For each transformation πεU define the path B(π): = = V (π-Id) and the fix F(π): = kernel (π-Id). An element π ε U is called simple if dim B(π) equals 1. Let E be a point (i.e. a 1-dimensional subspace of V) of the proje

enmesh

持久

Chengbin Liu,Weiping Tanuced to study this residual-meager dichotomy.Numerous exampl.This book provides a detailed introduction to the coarse quasi-isometry of leaves of a foliated space and describes the cases where the generic leaves have the same quasi-isometric invariants. ..Every leaf of a compact foliated space has a