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The Power of Persistence: Education System ... - EQUIP123.net

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Table: Simple, Complicated, and Complex Problems<br />

SIMPLE COMPLICATED COMPLEx<br />

A recipe for apple pie Sending a rocket to the moon Raising a child<br />

the recipe is essential. Formulae are critical and Formulae have limited<br />

necessary.<br />

application.<br />

Recipes are tested to assure Sending one rocket to the moon Raising one child provides<br />

easy replication. increases assurance that the experience, but no<br />

next will succeed.<br />

assurance <strong>of</strong> success with<br />

the next.<br />

No particular expertise is High levels <strong>of</strong> expertise in a Expertise can contribute,<br />

required, but cooking expertise variety <strong>of</strong> fields are necessary but is neither necessary<br />

increases success. for success. nor sufficient to assure<br />

success.<br />

Recipes produce standardized Rockets are similar in critical Every child is unique, and<br />

products. ways. must be understood as an<br />

individual.<br />

the best recipes give good there is a high degree <strong>of</strong> the experience <strong>of</strong> and<br />

results every time. certainty about the outcome. influences on each child<br />

will be different.<br />

optimistic approach to optimistic approach to problem optimistic approach to<br />

problem solving. solving. problem solving.<br />

Source: adapted from Glouberman and Zimmerman, 2002<br />

Uncertainty <strong>of</strong> outcome<br />

remains.<br />

Recent research into complexity theory provides insights into the nature <strong>of</strong> the<br />

education system as a complex, dynamic system. <strong>The</strong> following formulation seeks<br />

to distinguish between different types <strong>of</strong> problems, as a basis for designing and<br />

evaluating interventions (Glouberman and Zimmerman, 2002). In developing an<br />

approach to developmental evaluation, Michael Patton has used this structure to<br />

inform the response to challenges <strong>of</strong> planning and evaluating progress in a nonlinear<br />

system.<br />

Using this framework, education is clearly a complex problem in that progress<br />

is highly context specific, is very dynamic as different factors can influence<br />

outcomes at any time, and is distinctly non-linear. This powerful conceptual<br />

model is useful in thinking about interventions that are designed to affect<br />

education. Of course, a complex system like education contains elements <strong>of</strong> both<br />

simple and complicated problems as well. Some specific education problems<br />

do lend themselves to a linear, causal process, such as providing training to<br />

teachers or distributing learning materials. Some aspects are complicated,<br />

requiring multiple lines <strong>of</strong> expertise, such as curriculum design, assessment, and<br />

information systems.<br />

SECTION 1: INTROdUCTION<br />

31

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