Every book I publish comes from years of working through the material myself. These aren’t summaries or rewrites of existing textbooks. They’re built from my own notes, problem sets, and the questions students actually ask when they’re stuck.
The collection spans mathematics, science, and student life. Some titles go deep into specific branches like number theory or integral equations. Others take a wider view and connect ideas across disciplines. A few aren’t academic at all. They’re about surviving school, dealing with anxiety, and figuring out how to study when nothing seems to click.
I write for students who want to understand, not just pass exams. That means clear language, worked examples, and honest explanations of where things get difficult. No hand-waving. No “it can be shown that” without actually showing it.
New titles get added as I finish them. The catalog will keep growing across more subjects and formats. If you’ve ever wished a textbook would just talk to you like a real person, you’ll feel at home here.
16 products
The Raman effect was discovered on February 28, 1928, by C.V. Raman and K.S. Krishnan in Kolkata. This book covers the complete story: the science behind inelastic light scattering, the experimental discovery, the Nobel Prize, and modern applications in spectroscopy, material science, and medical diagnostics. A comprehensive resource on this fundamental physics phenomenon.
Statistical physics bridges the microscopic world of atoms to the macroscopic world of thermodynamics. This book develops the theory systematically from microstates and ensembles through partition functions and phase transitions. It's a structured introduction for physics students who want to understand how microscopic behavior produces observable physical properties.
Sequences are the foundation of analysis. This book provides a complete treatment from basic definitions through advanced topics like contraction mappings and fixed-point theorems. Real Sequences covers definitions, convergence criteria, important theorems, and worked examples that build deep understanding of this fundamental mathematical concept.
Ramanujan's work on nested radicals produced identities that look impossible until you see the proofs. This book covers the full theory, from basic denesting techniques to Ramanujan's most famous results. Elementary Analysis on Ramanujan's Nested Radicals provides rigorous analysis accessible to students with a solid calculus foundation and curiosity about mathematical genius.
Proving a number is irrational requires different tools depending on the number. This book covers five distinct methods, each demonstrated with multiple examples and varying levels of difficulty. Proofs of Irrationality provides a focused, proof-based study of irrationality that builds mathematical reasoning skills while exploring one of number theory's fundamental concepts.
Number theory is the queen of mathematics, and this book explores three of its most fascinating corners: Fermat numbers, Euler's prime-generating polynomial, and related topics. Number Theory Explorations provides accessible but rigorous coverage of these classic problems, connecting historical developments to modern understanding for students and enthusiasts alike.
Analysis is the rigorous foundation underneath calculus, and this book covers the essential pillars: inequalities, series convergence, multiple integrals, and more. Foundations of Analysis provides the mathematical rigor that calculus textbooks often skip, building the proof-based understanding that serious mathematics students need for advanced study and research.
Integral equations appear everywhere in applied mathematics, physics, and engineering. This book provides a structured introduction that takes you from basic concepts through advanced solution techniques. From Volterra and Fredholm equations to kernel theory and applications, Elements of Integral Equations gives a comprehensive foundation for solving these essential mathematical tools.
Bhaskaracharya was a 12th-century Indian mathematician whose work Lilavati remains one of the most elegant mathematical texts ever written. This book explores Bhaskaracharya's contributions to arithmetic, algebra, and geometry, connecting ancient Indian mathematical methods to modern concepts. It's essential reading for anyone interested in the history and beauty of mathematics.
Mathematics starts with logic and ends with equations. This book covers the entire journey for someone who wants to build genuine mathematical understanding from the ground up. From foundational logic and set theory through algebra and analysis, A Trip to Mathematics provides a structured path through the core ideas that underpin all of mathematics.
Bullying leaves marks, not just on victims, but on the person doing it. If you've been the bully and you're ready to change, that awareness is the first step. This article covers the path from bully to better student, including understanding your behavior patterns, developing empathy, rebuilding relationships, and creating a positive identity that replaces destructive habits.
Affiliate marketing has the highest ROI of any online income strategy I've used. That's not hype. After testing every monetization method over 16 years, affiliate marketing consistently wins for content creators. This guide covers everything beginners need to start affiliate marketing the right way, from choosing products and building content to driving traffic and optimizing conversions.
