A transformational 10-week course designed to awaken mathematical genius through the direct perception of mathematical truth—featuring custom mathematical animations by The Bhakti Math Guru.
For Autodidactic Adults and
Contemplative Souls
July 7 – September 15, 2025
This is not merely a course.
It is a shared manifesto—
a re-enchantment of mathematics,
so it may return to its rightful place:
A revelation of cosmic beauty, and a discovery of the universe.
Experience a futuristic mathematics curriculum with The Bhakti Math Guru, a curriculum integrating the ancient wisdom of enlightenment with the futuristic technology of today. Awaken your mathematical genius through an enlightened approach to mathematics that centers on the direct perception of mathematical truth, including experiential animations custom-designed specifically for this transformative course.
In this course, you’ll learn to perceive mathematics beyond the symbol—to see it as self-evident, simply and directly, and then to describe it with the language of mathematics. By removing the obscuration to mathematical perception caused by rote memorization, we reveal to you mathematics directly, in its simple, eternal form. This changes everything.
We seek to dispel mathematics of human artifact—to purify it of perspectives and see it as it is. This is the apprehension of truth, a sentiment that parallels the spiritual cultivation of learning to see—not only in mathematics, but in love and life itself. One can only know the truth when they look without the limited vantage point of thought and its conditioning, and see from silence and fresh mind.
I can help reveal the source of mathematical equations to you—help you to see math for yourself—and together we can explore mathematics by leaving behind the limiting 20th-century mathematical techniques taught ubiquitously in schools everywhere, and start anew.
For those seeking spiritual development, conscious awakening, and the apprehension of beauty, mathematics known truly develops you in these sacred qualities. Here, mathematics is a spiritual path.
In this course, you’ll be encouraged to meditate regularly, as it supports lucidity in mathematical endeavour, and because it is at the heart of genuine happiness and real intelligence.
While we are approaching mathematics in a radical new way, we will nonetheless be directing our attention to many mathematical concepts learned in school—but more profoundly and intuitively, the way they could have been learned.
This is an otherworldly approach to mathematics that integrates the rigors of academic performance with the beautiful sentiments of the original philosophers who looked out at the stars, awestruck, and were compelled to discover truth.
Course Introduction Video
(Video coming soon)
This course is for the one who knows math can be seen—who’s always wanted to experience math more profoundly and deeply than this world has offered. For the one who may or may not have excelled or resonated with math in school, but who always knew that if they were taught math in a way that their heart longed for, perhaps the right way, that they could get it—they could awaken their genius. If this is you, I invite you to join this course and remedy math, not only for yourself, but for the world by becoming an embodiment of a new cultural inheritance.
This is not an earthbound math course—and therefore it is not an earthbound application. This is an invitation to walk into something profound: a new way of seeing, thinking, and being. If you feel resonant, I invite you to apply. You don’t need credentials or math experience—just sincerity, curiosity, and the longing to be great at math. If you have these, your presence in this course will be a great gift to us all.
To apply, please share a few words:
This isn’t about judgment—it’s about alignment. I read every application personally and will respond with loving care. You don’t need to be “good at math.” You only need the sincere desire to truly comprehend mathematics.
Ready to apply?
Click the link below to begin your application. It only takes a few minutes. I look forward to reading what you share.
With Love and Discovery,
Namaste,
Adam Wes (The Bhakti Math Guru)
In our journey into mathematics, we will begin by elucidating the very foundations of quantification: counting. We will bring clarity to the actual nature of the base-10 counting system ubiquitous to humanity and expand upon it by exploring other base systems, such as base-12, binary system, and hexadecimal.
Looking at novel base systems acts as a pedagogical exercise in developing the ancient Zen principle of beginner’s mind. By learning to perceive math in novel bases, we don’t rely on memory, but rather develop the ability to see mathematics anew, directly, and with fresh eyes. Even in the realm of the most basic form of mathematics, counting, there is so much to learn!
We expand counting and arithmetic operations in novel bases to something beautifully exotic: fractional representations in novel floating-point systems, that is, and how to express fractions in bases other than base 10.
Exploring novel base systems distills mathematics of human artifact, allowing us to begin to see it in its cosmic essence. To see the truth in its actuality is an exercise of the true philosopher and student of enlightenment. To seek to experience quantity without the imposition of humanity is to enter into the eternal realm, to commune with the stars, to experience truth. By changing bases, we emancipate ourselves from the limitations of perception and transcend perspective.
We expand upon our inquiry into bases by introducing the mathematics of sequences and series—lists of numbers that evolve according to particular arithmetic rules.
We will contemplate these abstractions visually through the geometric lens, making the equations that describe sequences and series directly perceivable and self-evident.
This inquiry will allow us to expand upon our inquiry into novel bases by helping us see the nature of repeating decimals in novel bases and in base-10 itself.
This week, we inquire into the generalization of arithmetic and the introduction of variables.
We learn to see fundamental algebraic equations as self-evident truths through visual, geometric representation, starting with perception and moving to description that is symbolic.
The concepts that we will study include differences of squares, algebraic factoring, and even polynomial long division.
Upon which we turn back around and look to the arithmetic foundations from whence we came, and see that our deep comprehension of algebra can be applied to awaken elegant capacity in mental mathematics.
Life itself is about seeing that which exists beyond the intellect, and then describing it, allowing the epistemological perception to remain distilled of conception. This is the knowing of union, the knowing of love.
Inquire into the cosmic forms within the field of dimensionality. Platonic archetypes existing unmanifest, and yet as templates for the manifest.
We will explore fundamental geometric concepts with an enlightened degree of lucidity, considering the nature of angles and how to quantify them.
We reveal the quantities of pi and tau, and foundational equations of geometry, including the circumference and area of a circle.
We will consider the polygon and describe it through the language of mathematics—through equations that are subjectively aligned with our own comprehension.
We will move into the realm of three-dimensional geometry, communing with a direct knowledge of the nature of spheres, pyramids, and cones, and letting that knowledge be semantically described with the symbolism of mathematics.
Existing like beautiful wildflowers in the fields of dimensionality are five 3-dimensional forms known as the Platonic solids, and thirteen 3-dimensional forms known as the Archimedean solids.
We will explore the profundity of these forms and their unique, finite expressions.
We will take special note of one in particular: the icosahedron, and the presence of the golden ratio imbued within its form.
Then, we transcend into the 4th dimension. We will explore some of the wildflowers within that realm, including the tesseract (the 4-dimensional cube), polytopes (4-dimensional analogs of the Platonic solids), stereographic projection, which are like 3-dimensional shadows of 4-dimensions forms, and even the exotic 4-dimensional flat torus.
We will touch on manifolds and their presence in Einsteinian spacetime, and consider the Poincaré Conjecture, one of the most profound and mysterious questions in modern mathematics.
This week expands our spatial consciousness beyond the manifest and its dimensional limitations. What you focus on, you become—and when we focus on the perfection of these existential shapes, the mind resonates as the perfection of these existential archetypes.
Entering into a new plane of quantification, we embark upon the rigors known conventionally by 21st-century humanity as trigonometry and complex numbers.
We begin with the direct perception of sine and cosine, and expand to their related manifestations in the full set of six trigonometric functions. We will deepen our understanding of these mathematical abstractions by exploring their expression as infinite series—a form of mathematics where algebraic polynomials become infinite in expression.
To prepare for our launch into the stars of Euler’s formula, we will explore perhaps one of the most exotic gifts in all of mathematics: imaginary numbers and the complex plane. Through the integration of imaginary numbers and trigonometry, we will perceive and express what is often considered the most beautiful equation in all of mathematics—Euler’s formula.
We will also introduce a new universal number: the number e, perceiving its simple nature, and taking note of its presence in complex rotation and exponential growth.
With our recent entrée into the realm of complex numbers, our next natural step includes a certain family of fractals—the Mandelbrot and the Julia set.
This week, we implement programmatic computation as an indispensable mathematical tool for the futuristic mathematician. Through very fundamental and basic coding, we will manifest what heretofore (recent 50 years) has been veiled to the eyes of man: the computationally derived fractal.
Exploring yet another existential form in the complex plane, we introduce the concept of factorials and then their generalization in complex numbers—this is our inquiry into the Gamma function.
This week bridges the ancient mathematicians and their mind-bound wonder with the unprecedented technological tools of today.
Revealing the self-evident nature of Calculus—and without years of foundational development.
We will emphasize seeing calculus directly, beyond the symbol. The Fundamental Theorem of Calculus and key equations—both in derivatives and integrals—will become self-evident, not as rules to memorize, but as perceptual truths.
You’ll perceive the power rule intuitively. You’ll see—as self-evident—the product rule and the chain rule, arising naturally from your direct perception.
With your new comprehension of the universal number e, you’ll even be able to directly perceive the integral of 1/x, and its solution involving the natural logarithm.
Calculus opens a new world—one of infinite expression. It grants our mathematical mind a deeper freedom—to move through the infinite, to flow with form.
Enter the matrix—a new dimension of mathematics that empowers many of the most advanced fields in modern technology.
Through direct perception and geometric emphasis, we will learn the nature of vectors and matrices, including eigenvectors and eigenvalues, not as abstract definitions, but as self-evident truths that can be seen, felt, and understood from within.
This week will open the world of linear algebra not through rote mechanics, but as a living system of geometric transformation and dimensional insight.
We will also explore how linear algebra forms the foundation of artificial intelligence, including gradient descent and the ways machines learn through transformation in multidimensional space.
As a part of this course, you’ll be invited to attend a weekly community meditation held every Tuesday at 6:00 PM PST. This sacred hour together includes three key elements: Sanga, Sermon, and Darshan. It is free and open to all students of the Enlightened Mathematics course as well as The Bhakti Math Guru’s wider spiritual community.
To truly master mathematics at this level, one must have command of the mind and attention field. The mind must be clear to perceive mathematical truth.
This course is not just intellectual enrichment—it’s an ontological and epistemological transformation of your relationship to mathematics and the universe. My intention is to make it accessible while honoring the deep value of what is being offered. Below are your enrollment options:
(First 3 Students Only)
As a Founder’s Circle member, you’re not just enrolling—you’re helping bring this course into existence. Your early commitment helps fund and launch this course. In exchange, you’ll receive the lowest price I’ll ever offer for this cohort, plus a personal welcome call. Only 3 spots are available at this rate. This is a way to say yes not just to your own transformation—but to supporting the birth of something for the world and others. Your tuition will provide the required funding for course production and promotion.
Provide an early payment for lower tuition
Provide one payment due at signup
A flexible option to help spread out your investment
If you sign up after any of these dates, all past payments will be due at signup. All payments must be completed by the first week of the course. This ensures the container is clear and everyone enters fully committed. This applies to all payment plans.
Option | Price | Details |
---|---|---|
Founder’s Circle | $1,497 | Or 2 payments of $897 (limited to 3 spots) |
Early Bird | $1,997 | Payment due by June 3 |
Early Bird 3-Payment | $697 x 3 | Payment due dates: June 3, June 18, July 3 |
Single Payment | $2,497 | One-time payment due at signup |
3-Payment Plan | $897 x 3 | Payments due dates: Signup, June 18, July 3 |
Adam Wes (The Bhakti Math Guru) is a mathematician, mystic, math teacher, meditation teacher, mathematical artist, and visionary educator whose work unites mathematics, consciousness, and love. A former Microsoft programmer in high school, with a background degree in physics, Adam founded a national tutoring agency that employed over 250 math and science educators and has personally taught approximately 7,000 - 9,000 hours of mathematics and physics across the past two decades.
Through years of intense spiritual training, philosophical inquiry, and transformative meditation, Adam developed Enlightened Mathematics—a revolutionary curriculum that restores mathematics to its original place: as a portal to truth, beauty, and awakened perception.
His custom mathematical animations and contemplative visual art have reached more than 15 million views worldwide, with a global following of over 200,000. His work transcends disciplines, inviting students into a new way of seeing—where mathematics becomes a vehicle for spiritual clarity, creative genius, and the direct experience of reality itself.
Not at all. This course isn’t about performance—it’s about perception. You’ll be guided to see math in a new way, even if you’ve struggled with it before. Many of the most powerful transformations happen for those who believed they “weren’t math people.”
Perfect. This is not a remedial course—it’s a revelatory one. You’ll re-enter mathematics with fresh eyes, and you may find that the blocks of the past dissolve in the light of this new approach.
It’s both—and more. You’ll be learning real mathematics, clearly and directly. But you’ll also be learning to perceive truth, beauty, and form through stillness and awareness. This course doesn’t divide intellect from spirit—it unifies them.
Each week you’ll be invited to attend a live meditation gathering that includes three elements: Sanga (community), Sermon (wisdom), and Darshan (energetic transmission). You’ll also be encouraged to meditate privately for 15 minutes a day—no previous experience required. The practice is simple, presence-based, and deeply supportive of mathematical clarity. If I were to give this form of meditation a name, it is a combination of Bhakti Yoga (love), Raja Yoga (light), and Jnana Yoga (understanding).
That’s absolutely fine. Meditation in this course is not about discipline—it’s about lucidity. You’ll be guided gently. Even just sitting in stillness with attention on the heart can begin to unlock new levels of perception.
Classes are held live via Zoom twice per week, each 90 minutes. They include visual transmissions, mathematical guidance, discussion, and time for questions. Sessions build upon one another in an unfolding revelation, with each week deepening your understanding and awakening your insight.
Yes. All live sessions are recorded and made available to students. You’re encouraged to attend live whenever possible, but you’ll never miss out on the material.
Recommended weekly rhythm: Class time: 3 hours (2 live classes), Study & reflection: 3 hours, Meditation: 15 minutes daily (optional but encouraged)
Yes. The course is held online, and students are welcome from anywhere in the world. All times are listed in PST. If you can’t attend live due to timezone issues, recordings are available within 24 hours of each class.
Flexible payment plans and early bird discounts are available. A small number of Founder’s Circle spots are also open to early supporters who feel deeply called to help launch this course into the world. If you feel the resonance but need flexibility, you’re welcome to apply and share more in your application.
This is not just an application. It’s a sacred encounter. If you feel the call—
Apply Now