An AI-driven educational platform available 24/7 for exploring and growing in any one of a variety of subject matters
Talk to your tutor naturally. polyment listens, responds, and explains concepts out loud using a warm AI voice.
Every course is broken into units and lessons with clear objectives — so you always know what you're learning and why.
After each lesson, your tutor checks your understanding through natural conversation — not multiple choice.
Explore our growing library of AI-taught courses
Master the algebraic foundations required for calculus — real numbers, equations, functions, polynomials, and mathematical modeling.
Develop a deep understanding of angles, the unit circle, trig functions, identities, and their applications in waves and geometry.
Explore exponential and logarithmic functions, growth models, sequences, series, and a conceptual introduction to limits.
Build the foundations of calculus — limits, continuity, derivatives, and their applications in optimization and curve analysis.
Master integration techniques, the Fundamental Theorem of Calculus, and applications including area, volume, and series.
Extend calculus into higher dimensions — vectors, partial derivatives, multiple integrals, and the theorems of vector calculus.
Study equations involving derivatives — separation of variables, linear equations, Laplace transforms, and real-world applications.
Explore matrices, vector spaces, linear transformations, eigenvalues, and applications in data science and machine learning.
Develop rigorous probabilistic reasoning — distributions, random variables, inference, and regression analysis.
A rigorous development of limits, continuity, differentiation, and integration using epsilon-delta arguments and completeness of the reals.
Metric spaces, topology, Fourier analysis, measure theory, and Lebesgue integration.
Complex differentiability, Cauchy's theorem, Laurent series, residues, and conformal mapping.
Abstract measure theory, Lebesgue integration, functional analysis, and spectral theory.
PDEs — heat, wave, Laplace — Green's functions, Fourier methods, and nonlinear dynamics.
Error analysis, root finding, interpolation, quadrature, linear systems, and optimization algorithms.
Euler-Lagrange equations, optimal control, Hamiltonian mechanics, and variational principles in physics.
Model formulation, dimensional analysis, simulation, data integration, and research communication.
Greetings, grammar, and everyday conversations in Spanish.
Present tense mastery, descriptions, questions, and daily life in Spanish.
Past tenses, future, conditional, and object pronouns in Spanish.
Subjunctive, perfect tenses, passive voice, and idiomatic Spanish.
Build the foundational knowledge and analytical skills to engage deeply with world literature. From the earliest oral traditions to critical theory, this course prepares you to read, analyze, and write about texts across cultures and centuries.
Survey literature from the ancient world through the twenty-first century. Each unit places major works in their historical and cultural context, tracing the development of literary forms, ideas, and traditions across six major periods.
Move beyond chronology into deep thematic study. Examine how the greatest writers across cultures have grappled with the hero, love, power, death, nature, and language itself — drawing connections across centuries and continents.
Engage with world literature at the graduate level. These seminars examine theory and method, comparative approaches, major works in depth, and scholarly practice — preparing advanced students for research, criticism, and academic writing.
Synthesize your learning through original research and creative work. Whether writing a scholarly thesis, building a digital humanities project, or crafting your own literary work in conversation with world literary traditions, this capstone puts you at the center of the literary conversation.
polyment is in private beta. Drop your email and we'll invite you when a spot opens.