How to analyze situations = systems


Key message: The goal of an analysis is to draw conclusions. We understand a situation = a system when we can explain how all elements work together to form "the whole".


The analysis of an object has three steps:

  1. The object is broken down into its components.
  2. The behavior of the object as a whole, its components, and their relationships to each other are examined.
  3. Conclusions are drawn based on the understanding of the object as a "whole".

What are situations? What are systems?

A situation describes the relations between several elements (persons or things) at a point in time. (I cannot imagine a situation that consists of only one element.) So a situation is a system at a certain point in time. When I analyze a situation, it means that I am analyzing a system.


Definition: A situation is a system at a certain point in time.


Definition: A system is a set of interrelated elements. The viewer can decide where to place the system boundary, but the boundary should make sense.

How to analyze systems, how to analyze situations - situation analysis - system analysis - definition situation -

What is an analysis?

"An analysis ... is a systematic investigation in which the examined object is broken down into its components (elements). These elements are identified on the basis of criteria and then ordered, examined and evaluated. In particular, one looks at relationships and effects ... between the elements. The opposite term to analysis ('breaking down into individual components') is synthesis ('putting elements together to form a system')." (, 24.11.21)


"As analysis is conceived to be a sort of picking to pieces, so synthesis is thought to be a sort of physical piecing together ... In fact, synthesis takes place wherever we grasp the bearing of facts on a conclusion ..." (John Dewey (1910). How We Think. Boston: D. C. Heath & Co., p. 114)


Since the term "synthesis" is not very well known in the context of an analysis, I have omitted it from the title of this text. Nobody performs an analysis without conclusions. The conclusions can be considered as a part of the analysis or they can be called synthesis on their own.


So there are 2 definitions of analysis:

1. An analysis is an investigation that collects information about the behavior of the object as a whole and, after the object has been broken down into its components, about the properties of the components and their relationships to one another. Then conclusions are drawn that explain the behavior of the object.

2. An analysis is an investigation in which information is gathered about the behavior of the object as a whole and, after the object has been broken down into its components, about the properties of the components and their relationships to each other. The subsequent drawing of conclusions that explain the behavior of the object is called synthesis.


People say: The "whole" (of a system) is more than the sum of its parts. A system therefore consists of at least two levels: the level of the whole and the level of the parts.


"... we observe that the concept always distinguishes between (at least) two different levels of abstraction, or systems levels: the system as a functioning unit and the system as a set of interacting parts." (, 26.02.20, p. 6)


 The level of parts often has several sub-levels because many systems include sub-systems (see the images below).

The "whole" is the behavior (functioning) of the whole system that results from the interaction between its parts. Different behaviors may be important to different observers of a system. Therefore, the "whole" of a system always depends on the viewpoint of the observer.


The observer has understood the "whole" of a system when he can explain and predict the behavior of the system with regard to the application that interests him. In other words, if you understand the "whole" of a system, you can influence and use the system as you need it.


What are the three steps of an analysis?

No matter which definition one prefers, the three steps of an analysis or analysis/synthesis are the same. However, it is possible to swap steps 1 and 2. In this case, the behavior of an object is first examined as a whole, i.e. as a black box, and only then is it broken down into its components in order to explain its behavior as a whole (see under step 2). This is advantageous when you want to analyze a particular behavior or property of the object.


Step 1: The object is divided into its components (elements) and these are ordered.


Three cups on a table are a simple example of a system. Simple systems, unlike complex systems, need little or no ordering.

Complex systems have many elements and there are many relationships between the elements. In addition, complex systems can be opaque (lack some information about the system) and dynamic (the system changes over time). Complex systems are much more difficult to understand than simple systems.

If we decompose a complex system into its individual elements, we get a large number of elements. Therefore, it is useful to arrange (categorize) the elements into groups. The groups can be considered as subsystems of the whole system.

Arrange the elements of systems in groups and come to subsystems -

Continuing this approach leads to a hierarchical representation that shows the structure of the system. (The structure of a system is the arrangement of its elements.) It is only when all elements are equal that they cannot be categorized into subsystems. 


How to understand systems,  how to understand situations - develop and design systems - analysis, synthesis, the whole of a system -


The figure above shows the hierarchical structure of a complex system (the structure of a system is the arrangement of its elements). The figure gives us an overview of the system elements and also a first indication of their relationship to each other, because we can see which elements belong together.


Example: Non-fiction books are systems of statements and their table of contents shows the hierarchical arrangement of these statements. Therefore the table of contents of a non-fiction book is an example for the figure above.


"Only the knowledge of the elements and their structural arrangement enables understanding of systems and explains the statement that the whole is more than the sum of the parts." (Daenzer, W. F. (1976). Systems Engineering: Leitfaden zur methodischen Durchführung umfangreicher Planungsvorhaben. Peter Hanstein Verlag, Köln, p. 12)


Step 2: The behavior of the object as a whole, its components (elements) and their relationships to each other are examined.


When we say, "I want to analyze this system (situation)," we mean, "I want to understand this system (situation)." So, we have to collect so much knowledge about the system during the investigation that we can draw conclusions in the 3rd step. We obtain the knowledge we need for this through observation (questioning), experimentation, reading professional literature, asking experts, or using creativity techniques.


The study of a system can begin with an examination of the "whole" as a functioning unit or with an examination of its parts (its elements).


"We regard a system as a primary unit [a functioning unit] when we treat it as a black box and ask about its overall behavior - i.e. what it does or accomplishes. For example, we may submit our black box to various inputs and observe the resulting outputs.
As a set of parts or components (which somehow work together to produce the system's overall behavior) we can examine the system's construction - i.e. its internal structure and processes. ... and the specific relationships between its parts ...

... the choice of a suitable method for the study of a given system depends, to a large extent, on the type of knowledge that is empirically accessicble to us ..." ( , 26.02.20, p. 6-7)


Sometimes it is useful to start an analysis and a synthesis at the same time. For example, when the police are looking for a serial killer, they investigate all the crime evidence (the elements) and hire a profiler to describe the killer's criminal profile ("the whole").


The order of a functional analysis and a structural analysis can also be reversed when designing products or processes:


"Often the structure has not yet been determined in the early concept phase. However, the functions are already clear ... If, however, an adaptation is required instead of a new development, it is (usually) easier to do the structural analysis before the functional analysis." (Werdich, M. (2011).  FMEA – Einführung und Moderation. Vieweg+Teubner Verlag/Springer, p. 19)


Some psychologists do situation research because they want to predict the behavior of a person in a special situation:


"... considering the situation the person is currently in can enhance behavioral prediction. ...

Elements that are physically present and constitute the situation are referred to as situation cues ... Cues give the answer to five simple W-questions. Who is with you? Which objects are around you? What is happening? Where are you? When is this happening? ... Listing and quantifying all cues ... in a situation would take a tremendous amount of time and effort, if it could even be achieved.

... assessing situations via their perceived characteristics requires that perceivers rate situations on these characteristics. ... For example, most people would agree that sitting in a café and enjoying a drink with friends is more pleasant than cleaning one’s house. Of course, some people may hold a different view on this, which needs to be explicitly considered when seeking to assess the situation in its completeness." (Horstmann, K. T., Rauthmann, J. F., & Sherman, R. A. (2017). The measurement of situational influences. In V. Zeigler-Hill and T. K. Shackelford (eds.), The SAGE Handbook of Personality and Individual Differences, page 2-9)


This means: To understand a situation, we first need to identify the main elements = the main cues. Between the main elements exist relations. These relations are governed by rules and have characteristics. Therefore in a second step we must examine these rules and characteristics.


We need imagination to understand the relations between the elements of a situation because we need to put ourselves in the position of the elements. In the position of an element we can ask ourselves:

What are my characteristics?  How do I influence the other elements of the situation? Which rules apply to me? How have I developed over time? How will I develop in the future? 


"To grasp the meaning of a thing, an event, or a situation is to see it in its relations to other things: to see how it operates or functions, what consequences follow from it, what causes it, what uses it can be put to." (Dewey, J. (1933). How We Think: restatement of the relation of reflective thinking to the educative process. Boston, D.C. Heath and Co., p. 137)


Step 3: Conclusions are drawn that consider the object as a "whole" and take into account all the results of the investigations.


When we recognize the rules and facts that apply to a system as a black box and to the relationships between the parts of the system, we can infer "the whole" and fully explain the behavior of the system.


A complex system is "made up of a large number of parts that interact in a non-simple way. In such systems, the whole is more than the sum of the parts ... in the important pragmatic sense that, given the properties of the parts and the laws of their interaction, it is not a trivial matter to infer the properties of the whole." (Simon, H. A. (1962) The architecture of complexity. Proc. Amer. Philos. Soc. 106(6) 467–482)


Often the information about a system is not complete. For some elements of a system, we know that our information is insufficient. These are known unknowns. But there are also elements and properties that we even don't know that they exist. These are "unknown unknowns" whose possible existence we can only imagine with imagination and a sense of possibility (see below).


"In February 2002, Donald Rumsfeld, ... stated at a Defence Department briefing:'There are known knowns. There are things we know that we know. There are known unknowns. That is to say, there are things that we now know we don't know. But there are also unknown unknowns. There are things we do not know we don't know.' ..." (Logan, D. C. (2009). Known knowns, known unknowns, unknown unknowns and the propagation of scientific enquiry. Journal of experimental botany, 60(3), 712-714.)


If we cannot synthesize the "whole", then we need more information about the system/situation and need to analyze further. We carry out the analysis and synthesis alternately until we are satisfied with our synthesis or no new insights are possible through further analysis. Even if we don't have enough information, we can come to conclusions that aren't substantiated.


Synthesizing a "whole" is like putting a puzzle together. If each piece of the puzzle is placed in the right place, then it is possible to see the "whole picture". When puzzle pieces are missing, a sense of possibility is required (see below) to envision possible "whole pictures". From these alternatives, we select "the whole" that best fits our research results and best explains our system/situation from our point of view.


If our idea of the "whole" suddenly becomes very clear, then there is a high probability that we have recognized "the whole" correctly.


What is "the whole" of a system?

"The whole is more than the sum of its parts." So what is "the whole"?

There are many different types of systems and you can look at each system from different angles. "The whole" of a system is the most useful for the viewer of the system. It is the answer to the main question the viewer poses to the system. Therefore "the whole" of a system depends on the observer.


If we put all the parts of a car in a box, then we have a sum of its parts. If we assemble all of these parts, we have a functional unit (the car) as "the whole".
The main question to the system is here: "Can I use it as means of transport?" As means of transport the parts in the box are useless.


Here are some examples for "the whole":

  • "The whole" as knowledge/conclusion: "The whole" is the conclusion which is drawn from the examination of a system. The police analyze a crime because they want to know the offender. Another police department analyses the same crime from a different angle because they want to know how such crimes can be prevented.
  • "The Whole" as a function: A customer says to a product developer: "Please develop me a product with these main functions."
  • "The whole" as a key message: Every text has a key message (Literature often has a moral.)
  • "The whole" as the main characteristic: Two people talk about a car. The first says, "This is a nice car." The other says, "This car uses a lot of gas." They look at the car from different angles.
  • "The whole" as the main rule: You organize a meeting. The last meeting was very controversial. For the coming meeting you set the rule: everyone respects the other's point of view.
  • "The whole" as an idea: A scientist sees that many people have the same problem. He has an idea to solve this problem and starts a research project.

The synthesis of a "whole" is like putting together a puzzle. If each piece of the puzzle is in the right place, then it is possible to see the "whole picture". If puzzle pieces are missing, creativity is needed to imagine possible "whole pictures". Among these alternatives, we choose the "whole" that best describes our system/situation from our point of view.



People who don't distinguish between analyzing and synthesizing don't understand the importance of synthesis. They draw conclusions, but they don't take into account that "the whole is more than the sum of its parts". They do not consider the multiple relationships between the elements of a complex system. Therefore they draw simple conclusions that are often wrong.


The first obstacle we may encounter on the way to solving a problem is a lack of information about the initial situation, which prevents us from fully understanding it.


Continue with the next step of the problem-solving process:

How to set goals and requirements



"Smart mathematicians are not ashamed to think small, because general patterns are easier to perceive when the extreme cases are well understood (even when they are trivial)." (Graham, R. L., Knuth, D. E., Patashnik, O. (1884). Concrete Mathematics: A Foundation for Computer Science. Addison-Wesley, p.2)