A Lecturer from the College of Education for Pure Sciences publishes a scientific article on Fractals
A Lecturer from the College of Education for Pure Sciences publishes a scientific article on Fractals
A Lecturer in the College of Education for Pure Sciences/Mathematics Department (Ihsan Mazhar Rashid), obtained the acceptance of publishing a scientific article tagged with the title “Fractals” by the Scientific Articles Committee at the Presidency of Karbala University after the article fulfilled all publication conditions. And (M. Ihsan Muzhir Rashid) mentioned that the fractals are interesting shapes for mathematicians and others, the fractal group is a subgroup of Euclidean space with a fractal dimension, meaning that the dimension of the group is not an integer as it is in R, and they are groups with an infinite pattern (pattern iterates infinitely) bounded, closed, perfect (all points have end points), totally disconnected (does not contain a non-empty period), uncountable (uncountable) and set of measure zero The combination of all of these qualities will certainly make the set interesting to mathematicians and in its distinct forms it isinteresting even to non-mathematicians.
The teacher in the College of Education for Pure Sciences/Mathematics Department, the teacher (Ihsan Mazhar Rashid), obtained the acceptance of publishing a scientific article tagged with the title “Fractals” by the Scientific Articles Committee at the Presidency of Karbala University after the article fulfilled all publication conditions. And (M. Ihsan Muzhir Rashid) mentioned that the fractals are interesting shapes for mathematicians and others, the fractal group is a subgroup of Euclidean space with a fractal dimension, meaning that the dimension of the group is not an integer as it is in R, and they are groups with an infinite pattern (pattern iterates infinitely) bounded, closed, perfect (all points have end points), totally disconnected (does not contain a non-empty period), uncountable (uncountable) and set of measure zero The combination of all of these qualities will certainly make the set interesting to mathematicians and in its distinct forms it isinteresting even to non-mathematicians.