Human help, matched by context

Find the tutor the goose would pick first.

Browse tutors if you want, but the real value is the first-pass match based on your actual problem.

Tutor matcher

Describe the assignment and get ranked tutors

The matching layer is designed to be stronger than search because it starts from the student problem instead of a keyword filter.

Describe the problem and the goose will rank a first set of tutors.

Matching intelligence

Smart tutor matching is not a directory search.

MathGoose turns each new request into a structured learning brief, then compares it with live tutor signals: academic background, course strengths, recent activity, response speed, student feedback, price range, and the exact skills needed for the assignment.

The result is a ranked fit score with a reason, so students can see why a tutor surfaced instead of guessing from a long list of profiles.

Goose explaining the MathGoose tutor matching dashboard
01

Assignment fit

The problem text is mapped to subject, topic, difficulty, and the kind of explanation the student needs.

02

Tutor fundamentals

Degrees, teaching roles, uploaded course strengths, and verified subject expertise create the baseline fit.

03

Activity signals

Recent responsiveness, accepted work, availability, and price range help the system avoid stale matches.

04

Student feedback

Post-session ratings and assignment-level feedback help the ranking learn which tutors actually helped.

Tutor bench

Verified STEM tutors for the handoff.

MATH 5.0 rating

Dr. Lisa Chen

MIT Math PhD

Best for proof-heavy math, calculus sequences, and students who want careful derivations.

Calculus Linear Algebra Proofs Real Analysis
STATISTICS 4.9 rating

Prof. Michael Torres

Stanford Statistics PhD

Strong for probability, modeling, hypothesis testing, and research-style statistics work.

Probability Bayesian Stats Regression ML Theory
CS 4.9 rating

Sarah Kim

CMU CS MS, former engineer

Ideal for algorithms, coding assignments, debugging sessions, and interview prep.

Algorithms Python System Design Debugging
MATH 4.8 rating

James Wright

Princeton Math PhD candidate

Good fit for applied math, visual explanations, and exam preparation.

Differential Equations Multivariable Calculus PDEs
CS 4.9 rating

David Park

UC Berkeley EECS MS

Best for systems courses, low-level concepts, database projects, and architecture questions.

Operating Systems Databases Networks C++
STATISTICS 5.0 rating

Anna Petrov

Columbia Statistics PhD

A strong match for data analysis, coding in R or Python, and statistics homework review.

Regression Time Series R Python Stats