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WALLERSTEIN’S WORLD-SYSTEMS ANALYSIS
Seo Yeon Choi & Shelly (So Hee) Kim
WALLERSTEIN'S WORLD-SYSTEMS
ď‚—   The world-systems theory stresses tha
    t world-systems should be the basic
    unit of social analysis refers to the
    international division of labor
     core countries
     semi-periphery countries

     periphery countries


ď‚—   model makes an attempt to explain
    one large world economy
ď‚—   3 major groupings
     Core
     peripheral,

     Semi=peripheral
EVALUATION

- Applying the model to the real world is important:
                determines the quality of the model
WEAKNESS
   Constantly changing state of the world economy

   Fewer and fewer countries fall into this category as time
    goes on and globalization expands

   Wallerstein’s “external” economy label can be no longer
    applied
    ď‚— E.g. China
     Before: closed economy with Mao Zedong’s social and
      economic reforms
    ď‚— Now: open economy with international trade under the new
      open door policy
WEAKNESSES
   Negative Example
    ď‚—   Colonial America

   Exhibit characteristics from
    the “periphery” and “core”
    categories
    ď‚—   Semi-periphery economy

   Lack of a strong Central
    Government
       E.g. communities – vital role in
        enforcing law; laborers get
        tortures while gentlemen gen
        to be released on fine
STRENGTHS

   Acts as a guide to describe
    changes that led to shape the
    world into what it is today.

   Focuses on Western Europe
    between 1450 and 1670
    ď‚—   Period of significant
        development
STRENGTHS

   Globalization theorists can also show how
    dependency is not a one way process
    ď‚—   Interdependency


   Wallerstein was one of the first to recognize
    “globalization” of the world + international division of
    labor as basis of global inequality
STRENGTHS
   Wallerstein’s model= dynamic
    ď‚—   Allows for movement and change


   “semi=peripheral”
    ď‚— Core
    ď‚— Peripheral

   Allows for systems that are
    neither this nor that

   Enough to encompass regions all
    over the world during this time
    period
CONCLUSION
Wallersteins world systems analysis

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Wallersteins world systems analysis

  • 1. WALLERSTEIN’S WORLD-SYSTEMS ANALYSIS Seo Yeon Choi & Shelly (So Hee) Kim
  • 2. WALLERSTEIN'S WORLD-SYSTEMS ď‚— The world-systems theory stresses tha t world-systems should be the basic unit of social analysis refers to the international division of labor  core countries  semi-periphery countries  periphery countries ď‚— model makes an attempt to explain one large world economy ď‚— 3 major groupings  Core  peripheral,  Semi=peripheral
  • 3. EVALUATION - Applying the model to the real world is important: determines the quality of the model
  • 4. WEAKNESS  Constantly changing state of the world economy  Fewer and fewer countries fall into this category as time goes on and globalization expands  Wallerstein’s “external” economy label can be no longer applied ď‚— E.g. China ď‚— Before: closed economy with Mao Zedong’s social and economic reforms ď‚— Now: open economy with international trade under the new open door policy
  • 5. WEAKNESSES  Negative Example ď‚— Colonial America  Exhibit characteristics from the “periphery” and “core” categories ď‚— Semi-periphery economy  Lack of a strong Central Government ď‚— E.g. communities – vital role in enforcing law; laborers get tortures while gentlemen gen to be released on fine
  • 6. STRENGTHS  Acts as a guide to describe changes that led to shape the world into what it is today.  Focuses on Western Europe between 1450 and 1670 ď‚— Period of significant development
  • 7. STRENGTHS  Globalization theorists can also show how dependency is not a one way process ď‚— Interdependency  Wallerstein was one of the first to recognize “globalization” of the world + international division of labor as basis of global inequality
  • 8. STRENGTHS  Wallerstein’s model= dynamic ď‚— Allows for movement and change  “semi=peripheral” ď‚— Core ď‚— Peripheral  Allows for systems that are neither this nor that  Enough to encompass regions all over the world during this time period