In the book "An Introduction to Mechanics - Second edition" by Kleppner D., Kolenkow R, I came across a paragraph:
pg. 54 , sec 2.5.2(force)
It is worth emphasizing that force is not merely a matter of definition. For instance, if we observe that an air track rider of mass $m$ starts to accelerate at rate $\vec a$, it might be tempting to conclude that we have just observed a force $\vec F=m\vec a$. Tempting, but wrong. The reason is that forces always arise from real physical interactions between systems. Interactions are scientifically significant: accelerations are merely their consequence. Consequently, if we eliminate all interactions by isolating a body sufficiently from its surroundings —an inertial system— we expect it to move uniformly.
I can not understand why it is wrong. Please explain to me the reason author gave.