Matt’s current tutoring subjects are listed at the left. You
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Matt’s qualifications in specific subjects below.
I hold a degree in mathematics from MIT and specialize in quantitative methods in business and management science, including business statistics, quantitative modeling, single and multiple regression, linear optimization and decision theory.
I hold a degree in theoretical math from MIT, and I've taught every level of calculus -- from elementary to AP (both AB and BC), to advanced multivariable calculus at MIT, to calculus on differentiable manifolds for applications in mathematical physics -- for more than ten years.
Most tutors -- and teachers for that matter -- aren't truly qualified to teach calculus because they don't have the depth of understanding that comes from having a mathematics degree. I help my students acquire real mastery by fitting the specific topics they study into a bigger picture.
I'm especially familiar with calculus courses at many local high schools, as well as courses at Northeastern, BU, and Harvard.
I earned a 5 on the AP Chemistry exam in high school, and as an undergraduate at MIT I spent two years working in a renowned biomedical engineering laboratory designing iron oxide nanoparticles for cancer imaging and therapy. My work won a $1000 MIT Biomedical Engineering Society's Award for Research Excellence, awarded to only five MIT undergraduate and master's students each year; I'm also second author on the peer-reviewed article we published.
I earned an A+ in differential equations my second term at MIT, and have tutored the course to math, physics, and engineering majors for years. I hold a degree in theoretical math from MIT. I've written my own notes on the standard ordinary differential equations topics in the undergraduate curriculum, including:
-- Laplace and Fourier transforms
-- delta functions and Green's function (especially with applications to electromagnetism)
-- the general theory of systems of linear first-order ODEs
-- eigenvalue and eigenvector problems, and the spectral theory of differential operators over function spaces
-- qualitative phase portrait analysis
-- applications to important dynamical systems in physics (including chaos theory)
I took econometrics at MIT and have tutored the subject to many graduate students in the area; I'm especially familiar with the course given at BU.
I earned A+'s in Econometrics and Microeconomics at MIT. I specialize in helping high school students in AP Microeconomics and college and graduate students who lack the advanced mathematical background required for higher-level coursework in economics.
I hold a degree in theoretical mathematics from MIT and am fluent in the applications of advanced mathematics in finance -- especially in derivatives options theory -- including stochastic calculus, partial differential equations, and Black-Scholes theory.
The GMAT is probably my favorite standardized test --- because it's serious. The infamous data sufficiency questions in the math section and the critical reasoning questions in the verbal section require higher-order logical thinking; they are actually great tests of deep conceptual understanding. The catch is that most students come to the GMAT without extensive training in this sort of thinking, so these questions can often seem baffling or downright impossible -- especially on top of all the more basic math and grammar facts one has to relearn. My students focus on developing the higher-order skills they need to tackle even the most difficult GMAT questions.
MY SCORE: 780 (51Q, 46V, 99th percentile), with 35 minutes to spare on the quantitative section.
I studied literature as an undergraduate at MIT and Harvard and took many courses in formal linguistics, and I'm currently an Assistant Editor at the Boston Review -- a national magazine of politics, literature, and the arts -- so I'm well-trained in both the science and art of English grammar. My grammar and SAT writing students learn how to analyze the deep structure of sentences by taking them apart and identifying the phrases and clauses that make them up.
I earned a perfect score on the GRE (170 math, 170 verbal, 6.0 writing), which switched to a new format in August 2011. The good news is that vocabulary is now tested only in context -- so there are no more antonyms; the bad news is that the new format includes several new math question types, including the especially difficult "multiple multiple choice" questions that may have more than one answer.
My last GRE student increased by more than 300 points (on the old scale) after working with me for several months.
As an undergraduate theoretical math major at MIT, I have taught and tutored the subject for years. I hold a degree in theoretical math from MIT and skipped out of linear algebra -- the study of linear transformations on vector spaces.
When I teach the subject, I emphasize connections between theory and computation, a link which too many courses obscure, tending as they do to focus on one to the exclusion of the other. Engineers need to know enough of the theory of linear algebra to understand its broad range of applications, and mathematicians need to know enough about computation to see how theoretical results are put to work to solve particular problems. I also like to enrich the standard coursework by discussing linear algebra on infinite-dimensional vector spaces, and its connection to the modern mathematical formulation of quantum mechanics.
I've tutored many students for linear algebra courses at BU, Northeastern, Wellesley, and Simmons.
I studied theoretical math at MIT, where I took courses in formal logic---which covered everything from the metatheory of propositional and predicate logic to Godel's incompleteness theorems and computability. I'm also currently enrolled as a master's student in philosophy at Tufts.
I'm currently enrolled as a masters student in philosophy at Tufts, the most highly ranked philosophy MA in the nation. As an undergraduate I took several philosophy courses at both Harvard and MIT.
I took the advanced sections of mechanics and electricity and magnetism at MIT. I've tutored Physics I and II to many high school and college students around the Boston area. I have a degree in theoretical math from MIT.
While an undergraduate at MIT, I specialized in mathematical physics -- the study of the mathematical structures and techniques that underlie theoretical physics. I'm fluent in the many advanced formalisms of special and general relativity and quantum mechanics, including classical Hamiltonian and Lagrangian dynamics, quantum mechanical Hilbert spaces, Riemannian geometry in general relativity, and the geometry of gauges (connections on fiber bundles) in classical and quantum field theory.
Precalculus is a gateway course for more advanced mathematics -- so it's no surprise that many students, even those who have a track record of good grades in math, find themselves overwhelmed by both the depth and breadth of the material. I've tutored the subject since I was in high school and earned a perfect 800 on the SAT Math II subject test, which draws almost all of its content from a course in precalculus. More recently, in the Boston area, I've worked with students taking precalculus at Cambridge Rindge and Latin, Belmont High, Lexington High, Newton South, West Roxbury, Buckingham Browne & Nichols, and the BU Academy: I'm extremely familiar with the precalculus classes at these schools.
I earned a perfect 800 on the SAT math section and have been helping students improve their scores for more than ten years. When I teach the subject, I emphasize two aspects: first, The Essential Facts (making sure my students know exactly what material the College Board likes to test, and how they like to test it), and second, The Essential Strategies (making sure my students know how to think like an expert SAT instructor and attack problems the way they were designed to be attacked).
I earned a perfect 800 on the SAT Reading section and have been helping students improve their scores for more than ten years. The key to improving in this section is learning how to talk and think about passages like an expert reader: the greatest challenge my students face (especially those who haven't taken AP English) is not knowing what to DO with a passage -- how to take it apart, how to skim it, how to describe the relations between its parts, how to describe what it does rather than what it says. I focus on giving my students the concrete tools they need to do a sophisticated rhetorical analysis, which not only allows them to get questions right, but also boosts their confidence -- because they can finally explain what makes the best answer better than all the others.
I earned a perfect 800 on the SAT Writing section and have been helping students improve their scores for more than ten years. The good news is that it's actually VERY EASY to improve your writing score! My students start out reviewing the essential grammar basics (from elementary topics like subject-verb agreement to more advanced topics like comparative constructions and parallelism) and write their own SAT-style questions for each major type of error (to help them better understand what to look for, and how the questions were designed). Then we focus on improving the essay by doing short, targeted practice exercises that provide them with a clear framework they can use to write their answer on the actual test day, no matter what the prompt turns out to be.
I earned a perfect score of 5 on the AP Statistics exam and have been tutoring the subject in all its forms -- from high school introductions to advanced college classes -- for more than ten years. And I don't just know the theory! I routinely performed statistical analyses as an undergraduate researcher in the many labs I worked in at MIT, so I'm versed in its applications in fields from biomedical engineering to cognitive neuroscience.
I took trigonometry my freshman year in high school and have been teaching and tutoring it ever since. Most high schools these days don't offer a course solely in trigonometry; rather, trig is typically integrated into a pre-calculus, algebra 2, or geometry course.
I studied literature as an undergraduate at MIT and Harvard, and I'm currently an Assistant Editor at the Boston Review -- a national magazine of politics, literature, and the arts -- where my daily work involves managing, editing, proofreading, and fact-checking essays written by some of the nation's most famous public intellectuals. While in college, my writing won major prizes in both the sciences and the humanities.