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Earth’s Rotation: A Challenging Problem in Mathematics and Physics
A suitable knowledge of the orientation and motion of the Earth in space is a common need in various fields. That knowledge has been ever necessary to carry out astronomical observations, but with the advent of the space age, it became essential for ...
J. Ferrándiz +3 more
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The blended learning with Whatsapp media on Mathematics creative thinking skills and math anxiety
The blended learning was a learning model that combines offline and online learning. There are two types of blended learning models used in this research, namely the flipped classroom model and the station rotation model.
N. K. Nida, B. Usodo, D. R. S. Saputro
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The vector algebra war: a historical perspective [PDF]
There are a wide variety of different vector formalisms currently utilized in engineering and physics. For example, Gibbs' three-vectors, Minkowski four-vectors, complex spinors in quantum mechanics, quaternions used to describe rigid body rotations and ...
Abbott, Derek +3 more
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EXPLORATION OF BATIK JAMBI ON LEARNING TRANSFORMATION GEOMETRY
Geometry Ability is one of the mathematical abilities that must be mastered by students, this is because geometry ability is one part of learning mathematics.
retno andriyani +4 more
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Self-gravitating Newtonian disks revisited
Recent analytic results concerning stationary, self-gravitating fluids in Newtonian theory are discussed. We give a theorem that forbids infinitely extended fluids, depending on the assumed equation of state and the rotation law.
J.F.G. Auchmuty +8 more
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Mathematics in its relation to other disciplines. Some examples related to economics and physics
Mathematics is often seen as a very specific subject, either by students, parents, media or even mathematicians themselves. In many contexts, mathematics is feared and seen as a subject for selection, disconnected from interesting applications to real ...
Jean-Luc Dorier
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The low mathematical understanding and reasoning skills of students along with abstract mathematical concepts make it difficult for students to understand mathematical concepts.
Indah Ayu Kusumawardani +3 more
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We discuss generalizations of some results on lattice polygons to certain piecewise linear loops which may have a self-intersection but have vertices in the lattice $\mathbb{Z}^2$.
Higashitani, Akihiro, Masuda, Mikiya
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Symmetries of spatial graphs and Simon invariants [PDF]
An ordered and oriented 2-component link L in the 3-sphere is said to be achiral if it is ambient isotopic to its mirror image ignoring the orientation and ordering of the components. Kirk-Livingston showed that if L is achiral then the linking number of
Nikkuni, Ryo, Taniyama, Kouki
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Evidence for associations between spatial skills and mathematics has led to the argument that spatial visualisation plays a role in mathematical calculation. However, there is no single accepted definition of what spatial visualisation encompasses. Here,
K. E. Bates +2 more
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