The main purpose of TRIZ methods, as Altshuller believes, is to assist scientists and inventors in finding solutions to creative problems in any field of knowledge. The theory makes it possible to find answers to many non-standard questions.
According to the conclusions of people who have tried it in practice, understanding the technology gives the following advantages (information taken from the book "TRIZ Basics"):
Ability to accurately determine the essence of a task.
The ability to correctly car owner database establish the main directions of search without losing sight of the nuances that people usually do not notice.
Understanding how to search and structure information according to the tasks set and the chosen research directions.
The ability to not use standard solution methods.
The ability to simultaneously apply logical, illogical and systemic thinking.
Significant increase in the efficiency of creative activity.
Reducing the time it takes to make decisions.
Seeing objects and events in a new way.
Obtaining incentives for inventive work.
Development of erudition.
TRIZ tasks
There is an opinion that TRIZ makes sense only in the exact sciences. To a certain extent, this is true: the theory was developed and adapted specifically for solving technical problems. But mastering the technology will, of course, be useful in the humanities. TRIZ is also great for commercial activities, since the principles of the theory are universal and allow solving many creative issues.
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When to use TRIZ methods
The meaning of the words describing the term speaks of the need to come up with something. This theory can be used by people to find an effective creative solution.
An inventive problem is a problem that cannot be solved using conventional or standard methods. In this regard, there is a need for a creative approach that will give the desired result without the risk of losing something.
The first step towards invention is to change the conditions of the problem in such a way that their formulation immediately excludes incorrect solutions.
Everything must remain in its original form.
Or the harmful, unnecessary property must disappear.
Or a new, useful quality will form.
From this we can see that a simple problem becomes an inventive one precisely when, in order to solve it, it is necessary to remove a contradiction or, in other words, to obtain the best final result.
When to use TRIZ methods
An example of a TRIZ problem: transport must be short to have high maneuverability on narrow roads. At the same time, it must be long to accommodate a large number of people. Therefore, transport must be both long and short. This is an example of combining opposites in the desired result.
The creative solution is a 2-story bus or an Ikarus-type option. Both have the necessary parameter