- ← Previous
- Showing 1 to 7 of 7
- Next →

Will travel 10 miles

$200 per hour.

4.96 273 ratings

I have earned a B.S. in Mechanical Engineering from the University of Texas at Austin with a major GPA of 3.94. And I have taken Differential Equations at the University of Texas at Austin and earned a grade of A. Throughout my career, I have achieved many interesting and diverse things: I have worked on cutting edge NASA imaging systems, innovated new combustion engine technologies for Cummins, played saxophone on two Grammy-nominated albums, coded video games and artificial intelligence algorithms, and co-wrote several screenplays, three of which were optioned by Hollywood production compani [more]

Will travel 10 miles

$47 per hour.

4.9 156 ratings

I have an extensive background in Differential Equations as a result of my dual major in engineering and applied physics at University of Nebraska-Lincoln. I have utilized Differential Equations not only from a mathematical perspective, but also applied differential equations to electrical engineering, physics and other disciplines involving non-static systems such as: engineering dynamics and thermodynamics. The field of Differential Equations can be a fascinating branch of mathematics that combines an individual's math talents into one course. A solid foundation in Differential Equations wil [more]

Will travel 37 miles

$55 per hour.

4.99 252 ratings

I am qualified to tutor Differential Equations because I have passed the course at MIT, placed out of it at University of Texas at Austin, and took refresher course again years later at local community college. Since the course is replete with engineering word problems, my experience as an electrical engineer for past 13 yrs allows me to better explain to the pupil how to break down the problem and create picture of the system under investigation in the problem. Additionally, prior to becoming an engineer, I helped several pre-engineering students get through Diff EQ who went on to be accept [more]

Will travel 15 miles

$37 per hour.

5.0 3 ratings

I taught the course at the University of Tennessee. My research in graduate school was heavily dependent on differential equations. I took several courses in grad school in the field of differential equations. Hi Everyone! I'm Zachary. I've a passion for mathematics, and I love to see students all find success! I've taught everything from high school freshmen to college seniors in a variety of subjects. I did research in mathematical biology, and I love connecting mathematics of all kinds to the real-world. I'm currently a mathematician for a gaming company, where I use probability and st [more]

Will travel 10 miles

$50 per hour.

4.0 1 ratings

I tutored Differential Equations for 5 years through UT's Learning Skills Center. I also earned a degree in Mathematics from UT, with course work in Real Analysis solidifying my strong background in calculus, which is a significant portion of the mathematics needed to understand Differential Equations. I tutored all levels of undergraduate mathematics at UT-Austin for 7 years, through UT's Learning Skills Center. My experience includes tutoring both engineering and business calculus students, as well as students in differential equations. However, I also have helped students in pre-calcul [more]

Will travel 30 miles

$48 per hour.

5.0 1 ratings

I have a Bachelor of Science degree in mathematics. For my Masters at Harvard University I had to take differential equations. A significant portion of my Ph.D. was on solving the force balance equations on planetary surfaces which is in itself a differential equation. This was was expanded and published in papers and a book. I have both theoretical and practical experience in solving differential equations. I started tutoring and teaching as a way to support myself in college and graduate school. I have a Bachelor of Science degree in Mathematics from Guilford College, a Masters in Geoscience [more]

Will travel 30 miles

$40 per hour.

4.34 137 ratings

Differential equations, especially dynamical systems and chaos, is the area of my deep interest and my strongest scientific results. About half of my 70 scientific publications is connected to differential equations, including my PhD dissertation, my report at the International Congress of Mathematicians, my proofs of non-integrability of Yang-Mills dynamics and of neuron/neural networks, my last publication of 2008, and my current research on statistical prediction for solutions of chaotic differential equations. I had good teachers in differential equations: academics Gelfand, Arnold, Sin [more]

- ← Previous
- Showing 1 to 7 of 7
- Next →