Leon Daishin
Calculus • Tutoring • Proofs
Exploring the beauty of mathematics, from fundamental concepts to complex structures and proofs.
My Mathematical Journey
As a child, I always dreamed of becoming a pilot. Over time, I realized that airplanes — and almost everything we use every day — rely on mathematics to be developed.
In my teenage years, I became fascinated by how the universe works and how math explains the world around us. My passion grew in 10th grade when I started exploring calculus, stochastic, and geometry.
I love deriving and building concepts from the basics, because understanding the foundations is the only way to truly grasp the more complex ideas that follow. I also enjoy helping others who have difficulties understanding mathematics, making complex ideas more accessible and clear. 🧮
Mathematical Inspirations
Leonhard Euler
Inspired by how Euler developed almost every area of mathematics, especially his work on complex numbers and the beautiful connection between numbers, like the sum of the reciprocals squared, the Euler Algorithms or even the Euler PDE’s…
Richard Feynman
I’m inspired by Feynman’s brilliant explanations, his work on quantum physics, Feynman diagrams, and his mastery of partial derivatives and integral exchanges, showing how complex ideas can be understood clearly.
Srinivasa Ramanujan
I’m inspired by Ramanujan’s intuition and creativity, discovering deep relationships between numbers and infinite series that reveal hidden patterns in mathematics and help approximate pi very quickly with his so called Ramanujan Sato Series.
My Mathematical World
My Projects
I’m working on exciting mathematical explorations that I’ll be sharing here soon. From visualizations and problem-solving challenges to deeper dives into infinite series and function analysis, these projects will showcase the ideas I’m most passionate about. Stay tuned — there’s plenty of fascinating math on the way! 🧮
Explore Daishinmaths!
My second website, Daishinmaths 🧮 is mainly aimed at German-speaking learners who want to dive deeper into mathematics. From step-by-step lessons on calculus, geometry, and stochastic to engaging problem-solving challenges, it’s designed to make math intuitive and exciting.
In the future, I might also post English videos 🌍🎥 — who knows! Whether you want to master the basics or explore advanced topics, Daishinmaths gives you the tools, explanations, and guidance to truly understand the beauty of mathematics.
My Youtube Channels
Daishinmaths
I created daishinmaths to share my passion for mathematics and help learners of all levels understand complex concepts.
From fundamentals to advanced topics like calculus, stochastic, and geometry, I focus on clear explanations, step-by-step derivations, and problem-solving strategies.
My goal is to make math intuitive, engaging, and accessible, while showing how deep understanding opens the door to exploring even more fascinating ideas. 🧮
Daishinfinity is my space to explore the endless possibilities of mathematics. From infinite series to limits, complex structures, and abstract concepts, I dive into the fascinating side of math that stretches beyond the basics.
I aim to make these challenging ideas tangible and exciting, showing how exploring infinity can reveal patterns, connections, and deeper understanding in every field of mathematics. ∞
DaishinfinityDE
DaishinfinityDE brings advanced mathematics to German-speaking learners with clarity and passion. Covering topics from calculus and geometry to infinity and complex analysis, I focus on explanations that are precise yet approachable.
The channel makes it possible for students to understand deep concepts step by step, encouraging exploration and curiosity in the German language. 🧮
My approach to Mathematics
Curiosity & Exploration
I approach mathematics through curiosity, starting with simple questions and exploring how far they can go. Experimenting with examples, visualizations, and patterns helps me discover new ideas and understand connections across different areas. ∑
Rigor & Derivation
Once a concept feels clear, I dive into the derivations and proofs. I love building ideas from the basics, because understanding the foundations is the only way to truly grasp more complex structures. Helping others understand difficult concepts is also an essential part of my approach. 📐
I’m exploring mathematical visualizations, problem-solving challenges, and function analysis like the Cantor set. I also create exercises and resources to help others understand math more deeply. Every project combines derivation, intuition, and creativity, letting me test ideas and uncover new connections in the subjects I love.
Yes, I enjoy teaching and tutoring because it lets me share the beauty of mathematics. I focus on making complex concepts accessible, breaking them down into understandable steps, and guiding students to discover solutions themselves. Helping others understand derivations and seeing their “aha” moments is one of the most rewarding parts of my work. I have a german plattform called Daishinmaths, which is available for everyone who needs to strengthen their fundamentals.
I start by exploring examples, patterns, and visualizations to understand the problem intuitively. Then I work step by step from the fundamentals, deriving and proving results carefully. I enjoy uncovering connections between ideas, experimenting, and building understanding from the ground up — nothing beats discovering a result on your own.
I first got into math because I was curious about how the world works and how everything around us, from airplanes to daily objects, relies on mathematical principles. In my teenage years, I became fascinated by the universe and the patterns hidden in nature. My real passion took off in 10th grade when I explored calculus, stochastic, and geometry, discovering how powerful and beautiful derivations and proofs can be.
I focus on analysis, calculus, stochastic processes, geometry, and the relationships between numbers. I love deriving results from the basics, exploring complex structures like infinite series or function behavior, and connecting ideas across different fields of mathematics. My goal is always to balance rigor and intuition so every concept makes sense deeply.
16 years
Since this age, I became deeply interested into learning mathematics and its patterns and beauty.
3 Channels
We are worldwide with market participation in more than 54 countries in 5 continents.
Daishinmaths
With my personal Brand Daishinmaths, you can always get access to education in mathematics and other subjects.
Infinite Discoveries Made
Since I personally think, that scientific discoveries are infinite I will continue to discover/derive and proof as many formulas and complex mathematical concepts as possible.
Have any Questions?
