For kids who love math.
Ages 8–18
Personalized one-on-one study with Adam Wes for children and teenagers who want to perceive mathematics directly, understand it beyond memorization and mechanical processes, and follow their curiosity into its beauty, structure, and truth.
Discover mathematics through an enlightened approach.
SFI App
Explore 123 convex polyhedra as intricate solids reveal their faces, construct their geometric duals, and unfold into planar nets.
How Private Instruction Works
Each student begins from a different place. Private instruction allows us to respond directly: supporting the mathematics they are studying now, returning to foundations that need deeper comprehension, and moving beyond the curriculum when curiosity opens a new direction.
We can go backward into earlier mathematics and develop deeper foundational direct comprehension. This is not merely review. Students can return to ideas they may previously have learned mechanically or symbolically and come to perceive and comprehend them more directly and deeply.
Students can bring the mathematics they are currently studying at school into our work and deepen their comprehension of what they are learning right now.
We can move beyond the limitations of the student’s current coursework into more advanced mathematics and into peripheral, unusual, beautiful, and exotic implications of the ideas being studied.
A Distinctive Futuristic Intelligence Principle
Mathematics does not have to be studied only as a rigid linear sequence. Private instruction allows a student to make connections backward, forward, and across subjects rather than artificially sealing each idea into an isolated box.
A student studying Trigonometry, for example, may simultaneously deepen earlier Algebra or Geometry and encounter more advanced ideas that grow naturally from Trigonometry. The path is shaped by the student’s actual comprehension, questions, interests, and pace.
Mathematics is taught in an atmosphere of love, openness, curiosity, and care. The foundation is not pressure, competition, or mechanical achievement, but a sincere relationship with the student and their intelligence.
Our sessions are highly interactive. Students ask questions, share perceptions, explore visualizations, contemplate ideas, and play with mathematical form. This is an active relationship, not a passive lecture.
This work is for kids and teenagers who love mathematics, are curious about it, or genuinely want to learn and understand it more deeply. Interest matters more than already being advanced.
Futuristic Intelligence is not merely transferring mathematical information. We seek to awaken the faculty that sees—to cultivate mathematical confidence rooted in authentic comprehension, direct knowledge, original insight, and a love for one’s own intelligence.
SFI App
Interactive mathematics for direct perception.
In arithmetic, we practice direct perception: learning to see mathematical truth as directly self-evident. The principle is as important as the skill itself.
Direct Perception
This lesson is an archetypal example of Enlightened Mathematics.
What begins as arithmetic expands into algebra. Algebra becomes a generalization of arithmetic. Students encounter the ideas underlying quadratics, factoring, the distributive property, multiplying binomials, and the difference of squares.
Base 10 is familiar. Other bases challenge memory and require us to see.
910 × 910 = 8110 = 1218When memory is challenged, we have to see.
Genius is awakened through direct perception. A student may never memorize 19 × 19, 29 × 29, or 58 × 58. But when multiplication is seen clearly, calculations that once appeared difficult can become almost self-evident. The student has not memorized more. They have learned to see more.
The goal is not simply to calculate faster. It is to learn to see what is already there.
Benefits of Enlightened Mathematics
Enlightened Mathematics is designed to cultivate genuine mathematical ability through direct perception and profound comprehension. While each student’s development is unique, the practice can transform how a student sees mathematics, approaches novel questions, sustains attention, trusts their intelligence, and thinks creatively.
A clear and intuitive understanding of mathematics, including the capacity to perceive equations, structures, and patterns as self-evident truths rather than merely symbolic procedures.
Mathematical confidence rooted in authentic comprehension, direct knowledge, and experiential understanding—not speed, memorization, or mechanical performance.
The ability to approach novel questions and unfamiliar problems with fresh eyes—to perceive structure, make connections, and reason without depending entirely upon a memorized template.
More fluid mathematical creativity: asking original questions, imagining alternate approaches, experimenting with mathematical forms, and discovering possibilities beyond conventional methods.
The cultivation of sustained, precise, and patient attention—the inner condition through which subtle mathematical relationships become more available to direct perception.
Greater independence and intuition in mathematical thought, including the confidence to investigate ideas through one’s own perception and arrive at original insight.
A mathematical approach grounded in deep philosophical consideration—an inquiry into mathematical truth, form, cosmic beauty, and the universe of dimensionality itself, beyond rote memorization and superficial understanding.
A deeper appreciation, respect, and affection for one’s own intelligence, capacity, curiosity, and creative mathematical potential.
The awakening of mathematical genius as clarity, vision, and the ability to see—cultivating a lifelong relationship with inquiry, discovery, and mathematical truth.
Private Mathematics Instruction
Private instruction is shaped completely around one student’s present understanding, questions, interests, pace, and mathematical development.
This is the most direct way to study Enlightened Mathematics with Adam—to inquire into mathematical truth personally, reveal obscured foundations, and cultivate genuine mathematical ability through profound comprehension rather than mechanical performance.
Founding Private Instruction Offer
A limited founding offer is available to the first five new private instruction students.
Inquire for details.
Begin with a Conversation
Tell Adam a little about your child—their age, present mathematics, questions, and interests—and arrange a brief conversation about whether private instruction may be a good fit.
A teaching session can be scheduled afterward at the regular private-instruction rate.
Enlightened Mathematics
We begin with the direct perception of mathematical truth—seeing mathematics as self-evident, simply and directly, and then describing it with the language of mathematics. Symbol and technique become expressions of understanding rather than substitutes for it.
Learn to perceive mathematical relationships visually and intuitively before describing them symbolically. First see the truth, then describe it.
By seeing familiar mathematics with fresh eyes, students rely less upon memory and cultivate the capacity to perceive structure, form, and relationship directly.
Mathematics returns to its rightful place: a revelation of cosmic beauty and a discovery of the universe, approached with both academic rigor and philosophical depth.
Interactive Mathematics
Students of the School of Futuristic Intelligence explore mathematical ideas through the SFI App Library—the School’s growing collection of interactive mathematical experiences—alongside custom visualizations, simulations, coding demonstrations, and animations. These tools are part of the curriculum and are designed to make equations and relationships directly perceivable and self-evident.
Each student’s path is different. Adam draws upon original teaching, visual exploration, study resources, recordings, and mathematical software according to what will genuinely support that student’s understanding.
Students receive access to interactive mathematical experiences created by the School of Futuristic Intelligence, including web-based and downloadable SFI Apps where available. These visual environments are part of the curriculum and help make mathematical relationships directly perceivable and self-evident.
Study guides, homework, handouts, PDFs, exercises, and other supporting materials are included where appropriate, giving students further ways to contemplate, explore, and deepen what is encountered together.
Private sessions may be recorded for review. Students can return to the exact teaching, revisit mathematical visualizations, and continue working with the ideas after the session.
Students are not limited to standard textbook material. The program includes Adam's original curriculum, pedagogy, mathematical insights, visual approaches, unusual problems, and explorations rarely encountered in conventional courses—uniting Direct Perception, Concurrent Learning, deeper foundational comprehension, and Awakening Genius.
Students may bring questions, difficult concepts, assignments, and areas where they need deeper understanding in the mathematics they are presently studying at school. This is one dimension of the program; its larger purpose is genuine mathematical study, exploration, and awakening genius.
From Recent Private Sessions
“A good teacher doesn’t program a student. A good teacher shows them the truth, and then the student exercises their freedom.”
“I don’t know why negative 1/12 is the answer. That means I don’t know it. I don’t own it. That means there’s an opportunity. One day I may see it.”
Student & Educator Reflections
“As a professional mathematics teacher, I can say with confidence that his methods awaken genius.”
Robert MatthewsHigh School Mathematics Teacher
“Adam takes everything he teaches down to a level of such beautiful simplicity that everything else just falls into place with ease.”
Cole PrawerStanford University Student
“Choosing to trust him and join turned out to be one of the best decisions I’ve made.”
Jacob HannahPhysics PhD Student
About the Teacher
The Bhakti Math Guru
Adam Wes is a mystic mathematician, visionary educator, meditation teacher, and mathematical artist whose work unites mathematics, consciousness, and love.
A former Microsoft programmer in high school with a degree in physics, Adam founded a national tutoring agency that employed more than 250 mathematics and science educators, and has personally taught more than 8,000 hours of mathematics and physics across two decades.
Through years of spiritual practice, philosophical inquiry, and contemplative study, he developed Enlightened Mathematics—a curriculum that restores mathematics as a direct experience of beauty, intelligence, and cosmic order. His mathematical animations, visual art, and educational content have reached more than 15 million people worldwide.
SFI App
Explore a fraction as a visual expansion across different numerical bases by changing the numerator, denominator, base, center, zoom, and rotation—or let Ximals unfold automatically.
Move any slider to enter manual mode. Choose “Auto” to return to the animated sequence.
Questions & Answers
It is for children and teenagers who feel a real interest in mathematics and would benefit from a thoughtful relationship with a teacher who can respond to them individually. They may be excelling, struggling, working ahead, or simply seeking a more profound way to learn.
No. Love of mathematics does not always look like speed, high grades, or prior acceleration. Sincerity, genuine interest, and the willingness to look and see matter far more.
Private study may move through arithmetic, algebra, geometry, trigonometry, calculus, visual mathematics, mathematical coding, or ideas beyond the standard curriculum. The content is chosen in response to the student’s understanding, interests, and development.
Yes. A student may bring current coursework, difficult concepts, assignments, and questions into the session. We can address the immediate need while also repairing foundations and revealing the larger mathematical ideas beneath the work.
A stable internet connection and a device capable of joining an online teaching session are the essentials. Access details for interactive tools will be provided as they are used.
Arrange a quick phone call with Adam. You can share your student’s age, present mathematics, genuine questions, and interests, and discuss whether private instruction may be a good fit. Teaching sessions are scheduled afterward at the regular private-instruction rate.
2026–2027 SFI School Year · Private Instruction
Private instruction is available on a limited basis so that Adam can preserve the attentiveness, continuity, and care of the teaching relationship. Tell us the student’s age, present mathematics, genuine questions, and interests so we can begin personally.