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I have a PhD in pure mathematics and can manage teaching discrete math courses. I have a PhD in Mathematics from Colorado State University in 2013. I have 5+ years experience teaching and tutoring undergraduate level math courses. I am available to tutor in a variety of math courses for grades 6 and up and also college level courses including algebra, calculus, discrete math, math for social sciences, probability and statistics. I can also help with SAT test preparation for math levels 1 and 2. I am passionate about teaching and have a never-give-up attitude. My experie... [more]

Will travel 7 miles

$75 per hour.

4.95 747 ratings

In college I extensively studied mathematical proof and set theory, and have also succeeded in courses on combinatorics and probability. I am a Naperville North High School and University of Illinois Urbana-Champaign graduate with a degree in Mathematics. I have extensive problem-solving experience including winning 1st place at the 2007 ICTM State Math Contest, qualifying for the USA Math Olympiad, and placing in the top 500 in the national Putnam competition. My tutoring methods vary student-by-student, but I specialize in breaking down problems and asking questions to guide the student to [more]

Will travel 40 miles

$80 per hour.

4.92 635 ratings

I have years of experience in discrete math. I took a number of courses in the subject. I've used the concepts during my years as a programmer and have tutored many students in the subject. I have a PhD in Economics from UCDavis and a Masters in Mathematics. I have a broad background in Math/Science and Economics. I have taught a number of courses and have previously worked as a GRE/GMAT/SAT/ACT instructor. I am well regarded as an excellent instructor and am able to deal with students with a wide range of abilities in math, finance and economics. I worked a number of years as a data analyst a [more]

Will travel 10 miles

$60 per hour.

4.77 515 ratings

I have taught Discrete Math (Math 42) during Fall 2008 at San Jose State U. Also, I have a Ph.D. in Math and my research area/Master Thesis is closely related to Discrete Math. Local (Pleasanton/Dublin/San Ramon) HS have started. Please contact me soon for your Math tutoring needs for best schedule. I have accommodated my students' need from HW to extra practice for years. Questions are welcome. Thanks for your support. (update: a student of 3-4 years is going to UC Berkeley, another to MIT.) I have years of Math tutoring (no Statistics) experience in Tri-Valley area including new Common Cor [more]

Will travel 20 miles

$40 per hour.

4.8 180 ratings

I have taken a variety of Undergrad math courses including Discrete Math. Discrete is an interesting course that brings in probability, proof writing, logic, and number theory among other topics. I can help students to improve their understanding of how to write proofs, apply counting strategies, follow logic to reach conclusions, work with the Chinese Remainder Theorem, Fermat's Little Theorem, modular arithmetic, etc. I am currently in the Cal Teach Credential Program at UC Berkeley and am a High School Math Teacher. [more]

Will travel 20 miles

$55 per hour.

0.0 0 ratings

I studied combinatorics in Budapest, Hungary and finished my undergraduate degree in mathematics from the College of the Holy Cross. I was the teaching assistant for discrete math at Boston University. I completed my PhD in mathematics at Boston University. Hello! My name is Jonathan. I grew up in Vermont and did my undergraduate work in mathematics at the College of the Holy Cross in Worcester, MA. I also spent time at Penn State and in Budapest studying mathematics. I completed my PhD in mathematics at Boston University. I spent six years in Boston teaching and doing research; during the sum [more]

I majored in mathematical and computational sciences at Stanford in 2006 and have been tutoring up to AB calculus and statistics for 14 years. Statistics was about 1/3 of my math major, and I made an A in my number theory class which had a cryptography portion. Probability (especially combinatorics) is one of my favorite concepts to teach. Almost all of my kids have raised their scores by at least one letter grade. I have been tutoring students for 14 years in California, Manhattan, England and Houston, TX. All of my students raise their scores by at least a letter grade. SAT students hav [more]

Will travel 40 miles

$95 per hour.

4.98 548 ratings

I have a B.Sc. in Economics/Operations Research and I studied optimization, graph theory and applied Operations Research methodology to research and modeling. 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 universities in Germany and France, at research labs and a company in Germany and the US. I have been teaching math and computer science as a tutor and lecturer in multiple countries at high schools, boarding schools, and universities. I am proficient in teaching math at any high school, college, o [more]

Will travel 10 miles

$40 per hour.

4.95 227 ratings

Discrete math includes topics such as summation with sigma notation, mathematical induction (both weak and strong), combinatorics, and graph theory. These are all subjects I have studied extensively in a variety of settings: in courses I took on the way to receiving my bachelor's degree in math, in my work over the past 30+ years tutoring students who were dealing with these topics in their courses, and privately just for my own pleasure. I have already enjoyed considerable success tutoring these topics outside the WyzAnt system, and I am eminently qualified to pursue these topics with WyzAnt [more]

I received an A+ in my undergraduate Discrete Mathematics course at UC Berkeley. I use discrete math frequently when performing amortized analysis on computer programs. I also use discrete structures when finding approximate solutions to integrals in both physics and calculus. Just for fun, I like to re-derive formulas like Gauss' method for summing the numbers from 1 to n (there are n/2 pairs of numbers that sum to n + 1, therefore the answer is n*(n + 1)/2, cool right?). I am recent graduate of UC Berkeley's College of Engineering. While in school I studied a variety of disciplines including [more]

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