Fluxionists example sentences

"Fluxionists" Example Sentences

1. Fluxionists were a group of mathematicians who focused on the study of continuous change.
2. The ideas of the fluxionists paved the way for modern calculus.
3. As a fluxionist, Isaac Newton was fascinated by the mathematical concept of infinitesimal change.
4. The fluxionist approach to calculus was based on the concept of a derivative.
5. Many of the controversies surrounding fluxionism centered on the validity of infinitesimal quantities.
6. Despite their contributions to calculus, fluxionists were often criticized for their lack of rigor and clarity.
7. The development of fluxionism was a crucial step towards the creation of a unified system of mathematical analysis.
8. Fluxionists believed that calculus could be used to describe an infinite range of phenomena, from motion and heat to population growth and economics.
9. Although fluxionism is now considered a precursor to modern calculus, the term "fluxion" has fallen out of use.
10. The fluxionists' work provided important insights into the relationship between time, motion, and change.
11. While Newton is often credited with the discovery of calculus, his insights built heavily on the work of the fluxionists.
12. Fluxionism was a highly controversial subject during its time, with many critics arguing that it was based on unproven assumptions and flawed reasoning.
13. Despite the controversy surrounding fluxionism, the ideas of the fluxionists led to many important developments in the field of mathematics.
14. Fluxionism represented a radical departure from traditional geometrical methods of analysis.
15. The ideas of the fluxionists inspired generations of mathematicians to explore the limits and possibilities of calculus.
16. Fluxionism drew heavily on the work of mathematicians like Leibniz, who also made important contributions to the development of calculus.
17. The fluxionists' methods were initially met with skepticism and criticism, but eventually came to be seen as revolutionary for their time.
18. The fluxionist approach to calculus relied heavily on the notion of an infinitesimal, or infinitely small, quantity.
19. The fluxionists' work was instrumental in establishing calculus as a fundamental tool for analyzing the natural world.
20. Despite their many critics, the fluxionists made important contributions to a wide range of mathematical fields, including geometry, physics, and mechanics.
21. The fluxionists were among the first mathematicians to appreciate the importance of mathematical rigor and precision in scientific inquiry.
22. The fluxionist approach to calculus was highly influential in shaping the way that scientists and mathematicians thought about the concept of change.
23. The fluxionists' work helped to establish the foundations of modern analysis, including the study of limits, continuity, and derivatives.
24. Fluxionism represented a major breakthrough in the field of mathematics, paving the way for many important discoveries and innovations in the centuries that followed.
25. The fluxionist approach to calculus remains influential to this day, with many mathematicians and scientists building on the insights of the fluxionists to explore new areas of inquiry.
26. The fluxionists' insights into the nature of change and motion laid the groundwork for many important scientific and technological advances.
27. The insights of the fluxionists helped to resolve many longstanding problems in the sciences, from calculating orbits of celestial bodies to predicting the behavior of fluids and gases.
28. Despite their many detractors, the fluxionists' work helped to establish calculus as one of the most powerful and versatile tools in the toolkit of modern science and mathematics.
29. The legacy of the fluxionists continues to inspire new generations of mathematicians and scientists to explore the mysteries of the natural world.
30. The work of the fluxionists represents a testament to the power of human creativity and curiosity, and serves as a reminder of the profound impact that mathematical and scientific inquiry can have on our understanding of the world around us.

Common Phases

1. Fluxionists believe in constantly changing and evolving systems; they see nothing as static.
2. The concept of fluxion is at the core of the fluxionists' philosophy; they see it as central to understanding the world.
3. Fluxionists often focus on the process of change rather than the end result; they believe that this gives a greater understanding of a system.
4. The fluxionist approach has been criticized for being too abstract and lacking practical applications; however, many argue that it has value in understanding complex systems.