Carlos Moreno

This book will help kids learn about the Tulsa Race Massacre - one of the worst incidents of racial violence in American history - and encourage them to learn from our past to keep history from repeating itself. This is a kids' book about The Tulsa Race Massacre, which happened between May 31 and June 1, 1921, when a white mob attacked the predominantly Black Greenwood neighborhood in Tulsa, Oklahoma. To this day, this is one of the worst incidents of racial violence in American history - and sadly, one of the most often forgotten. This book was made to help kids aged 5-9 understand what happened on that day in 1921 and encourage them to learn from our past, while being mindful of how to prevent history from repeating itself. A Kids Book About The Tulsa Race Massacre features: A large and bold, yet minimalist font design that allows kids freedom to imagine themselves in the words on the pages. A friendly, approachable, empowering, and child-appropriate tone throughout. An incredible and diverse group of authors in the series who are experts or have first-hand experience of the topic. Tackling important discourse together The A Kids Book About titles are best used when read together. Helping to kickstart important, challenging, and empowering conversations for kids and their grown-ups through beautiful and thought-provoking pages. The series supports an incredible and diverse group of authors, who are either experts in their field, or have first-hand experience on the topic. A Kids Co. is a new kind of media company enabling kids to explore big topics in a new and engaging way, with a growing series of books, podcasts, and blogs made to empower. Learn more about us online by searching for A Kids Co.

A fresh and innovative perspective on urban issues and creating sustainable cities In The 15-Minute City: A Solution for Saving Our Time and Our Planet, human city pioneer and international scientific advisor Carlos Moreno delivers an exciting and insightful discussion of the deceptively simple and revolutionary idea that everyday destinations like schools, stores, and offices should only be a short walk or bike ride away from home. This book tells the story of an idea that spread from city to city, describing a new way of looking at living that addresses many of the most intractable challenges of our time. Hundreds of mayors worldwide have already embraced the concept as a way to help recover from the pandemic, and the idea continues to gain speed. You'll learn why more and more cities are planning to make cars far less necessary for contemporary city-dwellers and how they're planning to achieve that goal. You'll also find: Strategies for cities to recover and adapt to benefit residents, saving them precious timeTechniques to change the habits of automobile-dependent city residents and maximize social benefits of living in a human-centric cityScientifically developed, research-backed solutions for enduring urban issues and problems Deeply committed to science, progress, and creativity, Moreno presents an essential and timely resource in The 15-Minute City, which will prove invaluable to anyone with an interest in modern and innovative approaches to consistently challenging urban issues that have bedeviled policy makers and city residents since the invention of the car.

Since the pioneering work of Euler, Dirichlet, and Riemann, the analytic properties of L-functions have been used to study the distribution of prime numbers. With the advent of the Langlands Program, L-functions have assumed a greater role in the study of the interplay between Diophantine questions about primes and representation theoretic properties of Galois representations. This book provides a complete introduction to the most significant class of L-functions: the Artin-Hecke L-functions associated to finite-dimensional representations of Weil groups and to automorphic L-functions of principal type on the general linear group. In addition to establishing functional equations, growth estimates, and non-vanishing theorems, a thorough presentation of the explicit formulas of Riemann type in the context of Artin-Hecke and automorphic L-functions is also given. The survey is aimed at mathematicians and graduate students who want to learn about the modern analytic theory of L-functions and their applications in number theory and in the theory of automorphic representations. The requirements for a profitable study of this monograph are a knowledge of basic number theory and the rudiments of abstract harmonic analysis on locally compact abelian groups.

In this Tract Professor Moreno develops the theory of algebraic curves over finite fields, their zeta and L-functions, and, for the first time, the theory of algebraic geometric Goppa codes on algebraic curves. Amongst the applications considered are: the problem of counting the number of solutions of equations over finite fields; Bombieri’s proof of the Reimann hypothesis for function fields, with consequences for the estimation of exponential sums in one variable; Goppa’s theory of error-correcting codes constructed from linear systems on algebraic curves. There is also a new proof of the Tsfasman–Vladut–Zink theorem. The prerequisites needed to follow this book are few, and it can be used for graduate courses for mathematics students. Electrical engineers who need to understand the modern developments in the theory of error-correcting codes will also benefit from studying this work.