Euler's analytic approach to the calculus received support from his younger contemporary Joseph-Louis Lagrange, who, following Euler's death in 1783, replaced him as the leader of European mathematics.
Fractional calculus has received a great attention from many researchers in different disciplines.
The subject of fractional calculus has received great attention in the last two decades.
Time scale calculus has received a lot of attention [1, 5 7].
They found that the students in the flipped Calculus classroom received higher grades than the students in the traditional class.
In recent years, along with multiple phenomena arising in physics, biophysics, engineering, and science (see [1 5] and the references therein), fractional calculus has received increasing attention.
Fractional calculus has received considerable attention in recent years and there is hardly a field in science and engineering that has remained untouched by this field.
According to Tall et al. (2008), of all the areas in undergraduate mathematics, calculus has received the most interest and investment in the use of technology with an increased number of innovative approaches.
The continuous fractional calculus has received increasing attention within the last ten years or so, and the theory of fractional differential equations has been a new important mathematical branch due to its extensive applications in various fields of science, such as physics, mechanics, chemistry, engineering, etc.
The mathematics component is assessed by the students taking the Math Department's Gateway exam that demonstrates competency in calculus concepts to receive credit for the calculus course.
