Quaternionists example sentences
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Related (2): quaternions, Hamilton
"Quaternionists" Example Sentences
- The quaternionists are a group of mathematicians focused on studying quaternions.
- Some of the most renowned physicists of the past were also followers of the quaternionists movement
- In the late 19th century, the quaternionists made significant contributions to the field of algebra.
- The book "The Quaternionists" explores the history of this group of mathematicians.
- There is an ongoing debate among quaternionists regarding the best way to represent hypercomplex numbers.
- Many modern computer graphics rely on techniques developed by the quaternionists.
- The quaternionists were influenced by the work of William Rowan Hamilton.
- The quaternionists sought to expand the study of complex numbers beyond just the imaginary unit.
- The quaternionists were among the first to recognize the geometric properties of hypercomplex numbers.
- The principles of non-commutativity were central to the work of the quaternionists.
- Despite facing opposition at the time, the quaternionists continued to make groundbreaking discoveries.
- The quaternionists developed a unique notation system for expressing complex numbers.
- The quaternionists’ work laid the foundation for modern algebraic geometry.
- Many modern physics theories involve the use of quaternions, thanks in part to the quaternionists.
- The importance of the quaternionists’ contributions to mathematics is still being recognized today.
- The quaternionists approached algebraic problems in a radically different way than their contemporaries.
- William Rowan Hamilton is considered the "father" of the quaternionists movement.
- Despite being considered controversial at the time, the ideas of the quaternionists eventually gained widespread acceptance.
- The quaternionists were pioneers in the study of hypercomplex numbers.
- The development of quaternions gave rise to a new branch of mathematics explored by the quaternionists.
- The quaternionists’ work continues to have applications beyond the fields of mathematics and physics.
- The quaternionists were among the first to recognize the limitations of the real numbers system.
- The study of quaternions and hypercomplex numbers continues to be a major focus of the quaternionists.
- The quaternionists were instrumental in developing a new approach to solve algebraic equations.
- The quaternionists are credited with discovering the properties of division algebras.
- The study of quaternions and hypercomplex numbers has enabled quaternionists to make discoveries in other areas of mathematics.
- The work of the quaternionists was highly controversial at the time.
- The study of quaternions and hypercomplex numbers has changed the way mathematicians approach algebraic problems.
- Despite its many applications, the study of quaternions and hypercomplex numbers is still a relatively niche field dominated by quaternionists.
- The legacy of the quaternionists can be seen in many areas of modern mathematics and physics.
Common Phrases
- Some quaternionists believe in the existence of non-commutative numbers;
- Quaternionists study the properties and applications of quaternion algebra;
- Many mathematicians and physicists consider quaternionists to be experts in the field of geometric algebra;
- Some quaternionists employ quaternions to represent rotations in three-dimensional space;
- Quaternionists often use complex numbers to help explain the properties of quaternions;
- Many engineers and animators rely on quaternionists to develop algorithms for 3D graphics;
- Some of the most important discoveries in physics and mathematics have been made by quaternionists;
- Quaternions are widely used in computer graphics and virtual reality, making the work of quaternionists invaluable.
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