For some people science is the supreme form of all knowledge. Is this view reasonable or does it involve a misunderstanding of science or of knowledge?

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Genna Gan

For some people science is the supreme form of all knowledge. Is this view reasonable or does it involve a misunderstanding of science or of knowledge?


In today’s world, scientific facts and discoveries seem to be the driving force behind our actions and decisions in life. My mother chooses to buy a particular brand of washing detergent over another as the package tells her that the detergent is “scientifically proven” to remove stains more effectively. My father buys Omega-3 eggs for our household because food scientists from Canada recently published a research article about the health benefits of omega-3 fatty acids. Thousands of people fly across the globe everyday in airplanes and cars due to the advancements of physics. With ever increasing scientific breakthroughs we as knowers need to think about whether a claim backed up scientific evidence is necessarily “true” and whether science provides better explanations and deeper understanding of the world compared to other areas of knowledge. In this essay I will be considering the natural sciences as opposed to human sciences. The knowledge issues I will be covering include inductive logic in the natural sciences, the evolutionary nature of science and appreciation and understanding of different areas of knowledge.

Logic and reasoning is often regarded as a more consistent and credible way of obtaining new understanding of a subject matter compared to emotion and perception. Logic is often used in the fields of natural sciences and mathematics. However there are two kinds of logic, deductive and inductive logic and it is in this that we see differences between natural sciences and mathematics. An argument is said to be deductive if the truth of the conclusion is a logical consequence of the premise. When using the deductive method, we begin with an axiom, a proposition that is not proved but considered self-evident. Its ‘truth’ is taken for granted but serves as a starting point for deducing and inferring other theory dependent truths. For example, many Euclidean axioms serve as a basis for the many geometrical theorems we use in mathematics today. Accepting that a triangle has 3 sides and 3 internal angles that always add up to 180 allow mathematicians such as Pythagoras to create new theorems by the rigid application of deductive logic to these axioms.  

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However in the natural sciences Galileo and his contemporaries realized that it was incredibly difficult to determine indisputable statements about the way the world works. Scientific axioms cannot be created in order to logically construct a logical system of how our world operates.  In fact Galileo realized that it should be the goal of science, not the starting place, to draw conclusions via the inductive method of investigation. Hence the scientific method was created which involves the collection of data through observation and investigation with a goal of finding a few powerful statements about how nature works (laws and theories). ...

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