Classical Mechanics: A Computational Approach with Examples using Python and Mathematica provides a unique, contemporary introduction to classical mechanics, with a focus on computational methods. I……続きを見る
In a world where technology accelerates faster than ever, the landscape of investing is undergoing a revolutionary transformation. Navigating Modern Investment is your comprehensive guide to underst……続きを見る
A First Course in Differential Equations, Modeling, and Simulation shows how differential equations arise from applying basic physical principles and experimental observations to engineering systems……続きを見る
Math doesn't have to be hardーespecially when learning is fun! Ez - Math Legacy: Easy Math for Bright Young Minds (Addition + Edition) is the perfect beginner's math book for children who are just s……続きを見る
“This book is highly recommended for graduate students, postgraduate researchers, and researchers interested in beginning study in the field of geometric numerical integration."
ーMathematical Revie……続きを見る
Do you freeze when it's time to split a restaurant bill? Does a news headline filled with percentages make your head spin? If you've ever said, "I'm just not a math person," this book is your fresh ……続きを見る
The book of Short Tricks of Math is prepared for those who want to learn interesting mathematical techniques to boost up the calculating method. These Short ticks of Math provide you much faster met……続きを見る
Classical Dynamics of Linear and Nonlinear Systems offers a comprehensive exploration of dynamical systems from fundamental principles to advanced applications. This textbook presents a unified trea……続きを見る
Este documento busca proporcionar los métodos de Fourier básicos, útiles en aplicaciones de ingeniería, como los referidos a los procesamientos de señales, comunicaciones, control y otros más. Se tr……続きを見る
It’s a sad truth that math has the reputation of being “difficult.” Part of the problem is that many of us simply don’t speak the language. To a mathematician, an equation is a compact, efficient wa……続きを見る
– Quelle est l’équation derrière la mélodie de Let It Be des Beatles ? – Comment construire un pont de cartes de sorte qu’elles ne tombent jamais ? – Pourquoi l’Académie royale des sciences de Paris……続きを見る
What if every integer possessed a hidden geometric structure, a quantum signature encoded in its divisors?
This work investigates the possibility that integers admit an intrinsic geometric structure……続きを見る
Mathematical Content
Each integer n ∈ ℕ is represented by two canonical normalized states in ℓ²(ℕ):
Multiplicative state: |ψₙ⟩ = (1/√d(n)) Σ_{d|n} |d⟩, where d(n) denotes the divisor count function……続きを見る
The First 498 Bernoulli Numbers is a comprehensive mathematical reference work that presents the values of the Bernoulli numbers from B₀ through B₄₉₇. Compiled by mathematician David P. Robbins and ……続きを見る
The First 1000 Euler Numbers is a comprehensive mathematical reference work that presents the first thousand Euler numbers, a sequence of integers deeply connected to number theory, combinatorics, a……続きを見る
The First 1001 Fibonacci Numbers is a comprehensive reference work that presents the celebrated Fibonacci sequence in its purest numerical form. This book meticulously lists the first 1001 terms of ……続きを見る
The Value of Zeta(3) to 1,000,000 Places is a remarkable mathematical reference work by Simon Plouffe, first published in 1999 and made available through Project Gutenberg. This book presents the de……続きを見る
Catalan's Constant to 1,500,000 Places is a mathematical work by Simon Plouffe, presenting the value of Catalan's constant (G) calculated to 1,500,000 decimal places. This book is a testament to com……続きを見る
Miscellaneous Mathematical Constants is a comprehensive compilation of mathematical constants, originally published in 1873 by Simon Newcomb. The book presents a wide array of constants used in vari……続きを見る
On a Dynamical Top, for Exhibiting the Phenomena of the Motion of a System of Invariable Form about a Fixed Point, with Some Suggestions as to the Earth's Motion is a seminal work by Sir William Tho……続きを見る
Instruction for Using a Slide Rule is a comprehensive manual designed to introduce readers to the practical and efficient use of the slide rule, a classic mathematical instrument essential for engin……続きを見る
Niels Henrik Abel is a comprehensive biographical account that delves into the life, struggles, and extraordinary achievements of the Norwegian mathematician Niels Henrik Abel, whose groundbreaking ……続きを見る
Los Elementos de Euclides es una de las escasísimas obras antiguas que puede presumir de haber constituido, casi de golpe, la base sobre la que se ha levantado toda una ciencia, en este caso la geo……続きを見る
En este libro se realizan ejercicios sobre los siguientes temas matemáticos:
ecuaciones de segundo y grado superior
desigualdades racionales
ecuaciones irracionales y desigualdades
ecuaciones y desi……続きを見る
Dans ce livre, les hypothèses théoriques des sujets mathématiques suivants sont présentées :
équations et inéquations du premier degré
équations et inéquations du second degré
systèmes d'équations e……続きを見る
The theoretical assumptions of the following mathematical topics are presented in this book:
logarithmic functions
exponential functions
hyperbolic functions
Each topic is treated by emphasizing pra……続きを見る
Dans ce livre, des exercices sont réalisés sur les sujets mathématiques suivants :
équations du second degré et du degré supérieur
inégalités rationnelles
équations et inégalités irrationnelles
équa……続きを見る
En este libro se presentan los supuestos teóricos de los siguientes temas matemáticos:
ecuaciones e inecuaciones de primer grado
ecuaciones e inecuaciones de segundo grado
sistemas de ecuaciones e i……続きを見る
Dans ce livre, les hypothèses théoriques des sujets mathématiques suivants sont présentées :
fonctions logarithmiques
fonctions exponentielles
fonctions hyperboliques
Chaque sujet est traité en mett……続きを見る
In this book, exercises are carried out regarding the following mathematical topics:
logarithmic functions and properties
exponential functions and properties
logarithmic and exponential equations a……続きを見る
