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Will travel 1 miles

$50 per hour.

0.0 0 ratings

I was a TA for courses that involved differential equations for seven semesters at UC Berkeley. I spent a lot of time working with differential equations in my research as a PhD student. Differential equations can be really exciting once you realize that they can change the way you understand the world. I'd be happy to help make that happen. I taught undergraduate math and statistics courses at UC Berkeley for about six years while I was a doctoral student. During that time I had the opportunity to work with a wide variety of students at very different levels. I'm just as happy helping out stu [more]

Will travel 7 miles

$50 per hour.

4.92 323 ratings

I have a BS degree in Math from Michigan State U, a Master's in Computer Systems from Ais Force Institute of Technology, and completed PhD coursework in Geophysics at U.C. Berkeley. I have tutored two students so far in Basic Calculus including differential equations and Integration. My basic method was to make sure they understood what differentiation and integration were and how they worked before moving on to using all the shortcuts. When I retired from the United States Air Force I swore I would never get up early again. But I still wanted to do something to continue making the world a [more]

Will travel 20 miles

$60 per hour.

4.8 5 ratings

I have a strong background in differential equation as this is a significantly important pre-requisite for students following a mechanical engineering degree. I have strong tutoring experience on this subject. I went to UC Riverside for my PhD in mechanical engineering, my daytime job is at California Environmental Protection Agency as a research scientist and engineer. During high school I was part of International Physics Olympiad competition and I received medal of honor at the national level. My vigorous interest in teaching comes from my own positive experience as a student and from a lo [more]

Will travel 10 miles

$95 per hour.

4.8 5 ratings

I have a M.S. from UC Berkeley in Fluid Mechanics and Applied Math. I have written courses, taught, and tutored Differential Equations in the past and am comfortable with the material. I started tutoring Math & Physics when I was 17 and my first (free) students were my classmates. I have continued tutoring ever since because I kept getting students referring me and because I truly enjoy teaching. My work experience includes: Over 15 years of experience in private high-end tutoring, working with gifted children (but not exclusively). Teaching Assistant for Physics 8A/8B at UC Berkeley (2006 [more]

Will travel 40 miles

$95 per hour.

4.98 550 ratings

I worked more than 10 years in research using different forms of differential equations covering stiff ODEs and multidimensional equations in Computational Fluid Dynamics applications. I tutor on a regular basis university students in calculus and differential equations. I hold a M.S. in Mathematics and an interdisciplinary Ph.D. in Mathematics, Computer Science, and Physics. Over time I have been working at colleges and universities in Germany, in France, and in the U.S. In addition I worked for a decade at research labs in Germany and in the U.S. (LBNL) and at a risk modeling company. Sinc [more]

Will travel 20 miles

$85 per hour.

5.0 1 ratings

I have tutored differential equations for about 2 years at Diablo Valley College (DVC). I got my bachelor of science in electrical and computer engineering. Analyzing the circuit was heavily involved with the differential equation. I have graduated with double major in Electrical and Computer Engineering from UC Davis. Ever since I took math class at elementary school, I loved learning math. I was always the first person in the class to raise my hand to answer the teacher questions. I was so curious in learning multiple ways of approaching a single problem, so I have encouraged students to thi [more]

Will travel 4 miles

$200 per hour.

5.0 17 ratings

At Harvard, I took a course called Applied Mathematics 105b, which covers methods for solving any linear differential equation--ordinary or partial--of any order. For example, I'm very familiar with power series methods, with transforming a differential equation of order n into a system of n first-order differential equations with easily accessible solutions, with numerical and computational methods, with families of solutions like Bessel functions, and with the most common applications of differential equations, like the diffusion equation, heat equation, wave equation, and so forth. [more]

Will travel 10 miles

$40 per hour.

5.0 2 ratings

I received an A in differential equations. I have two bachelors degrees, one in math and one in physics (upper levels physics is almost entirely based on differential equations). I have tutored differential equations as well as many classes that build on it for almost 20 years. My mathematical physics research is based on high level differential equations. I have a vast background in math and physics. I have taken what is often considered to be the hardest course in physics (quantum field theory) and I received an A in both semesters. For now, the only philosophy classes I will tutor are l [more]

Will travel 5 miles

$80 per hour.

4.53 17 ratings

I am a chemical engineer and to get my degree, I had to take a Differential Equations course which covered how to solve ODEs and systems of differential equations. I also took a numerical methods class which had the pre-req and heavily used the topic of differential equations during the course. I also recently tutored a student in numerical analysis which included the topic of how to solve differential equations. I graduated from The University of Texas at Austin as a Chemical Engineer. My tutoring specialties are in math and science, ranging from elementary level to college Calculus. I especi [more]

Will travel 15 miles

$65 per hour.

5.0 2 ratings

Differential equations, partial or ordinary, are required to compute important solutions to physical problems, but moreover, guarantee that under some constraints, a solution "exists" and is "unique." In algebraic topology, differential equations characterize something called "manifold topology" which allows us to distinguish between two different "manifold topologies" by showing solutions are different. I use a lot of theoretical differential equations, but as problems become more convoluted, solid understanding of basic problems are needed as these become the basic building blocks for intuit [more]

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