Joven promesa PERUANA que sueña con la NASA gana oro en mundial femenino de matemática-PERU MEDALHA DE OURO na 15ª edição da European Girls' Mathematical Olympiad (EGMO 2026)

 

Dhamaris Alarcón Huamaní obtuvo la máxima distinción en la EGMO 2026, en Francia. Con este logro, suma más de 12 medallas internacionales y afianza una destacada trayectoria rumbo a su sueño de estudiar Ingeniería Aeroespacial en el MIT.

A estudante peruana Dhamaris Alarcón, de 16 anos, obteve a medalha de ouro, sendo campeã mundial na competição. Destaques do Peru na EGMO 2026 (França): Dhamaris Alarcón Huamaní: Medalha de Ouro 🥇. Delia Faviana Esteban: Medalha de Bronze 🥉. A competição reuniu participantes de 65 países, com as estudantes peruanas destacando-se entre as melhores do mundo.

Brasil conquista segundo melhor resultado da história na European Girls' Mathematical Olympiad

O Brasil conquistou uma medalha de ouro histórica na 15ª edição da European Girls' Mathematical Olympiad (EGMO 2026), realizada em Bordeaux, na França, entre os dias 9 e 15 de abril de 2026. O grande destaque foi a estudante cearense Julia de Paula Pessoa Leguiza, de 17 anos, que conquistou a única medalha de ouro da equipe brasileira, sendo esta a segunda vez na história que o Brasil atinge o topo do pódio nesta competição. Destaques da Delegação Brasileira na EGMO 2026: Ouro: Julia Leguiza (CE). Prata: Maria Clara Fontes Silva (SE). Bronze: Heloísa Mysczak (SP). Menção Honrosa: Maria Celília Ribeiro Pereira de Melo (PE). Com esse desempenho, o Brasil garantiu a 15ª colocação no ranking geral entre cerca de 60 países, registrando o melhor resultado da América Latina na competição. A equipe foi liderada pela professora Ana Paula de Araújo Chaves, da Universidade Federal de Goiás (UFG).

The Theory Of Electromagnetic Field by K. Polivanov; P Ivanov (translator)

 

The Theory Of Electromagnetic Field by K. Polivanov; P Ivanov (translator) 

The theory of an electromagnetic field is a concluding subject in the curriculum of the theoretical training of electrical engineers. The field theory course usually follows the course in the basic theory of electric circuits. The author covers the basic aspects of the theory of an electromagnetic field within the restricted space so that the text can fit the interest of students and answer the practical engineering needs. The emphasis therefore is on the behavior of fer­ romagnetic bodies in an electromagnetic field and on the processes in real imperfect dielectrics and poor conductors. The text also gives strict definitions of the basic vec­ tors and shows the differences between them. Many of the aspects discussed in the book focus on the problems one has to deal with in electrical engineering practice. This is one of the factors that influenced the organization of the book and the manner of presentation of the material. A similar treatment of the field theory was also given in the book by A. Netushil and K. Polivanov The Theory o f Electromagnetic Field. Theoretical Principles o f Elec­ trical Engineering. Part 3 (Gosenergoizdat, in Russian). No effort has been made to cite a great number of contributors in this area. In the author's opinion, of many valuable texts, the following books will be very helpful to students in the study of the theory of electrical engineering: Analysis and Synthesis o f Electric Circuits (Mir Publishers) by G. Zeveke, P. Ionkin, A. Netushil, and S. Strakhov, The Feynman Lectures on Physics (Addison-Wesley) by R. Feynman, R. Leighton, and M. Sands, Electricity and Magnetism (McGraw-Hill) by E. Purcell that treats the effects of moving bodies in an electromagnetic Field, and Fundamentals o f the Theory o f Elec­ tricity (Mir Publishers) by I. Tamm.

LINK1:  https://archive.org/details/polivanov-the-theory-of-electromagnetic-field-mir-1983/page/206/mode/2up

Problems in Theoretical Physics – Grechko, Sugakov, Tomasevich, Fedorchenko

 

LINK1: https://mirtitles.org/2018/09/13/problems-in-theoretical-physics-grechko-sugakov-tomasevich-fedorchenko/

LINK2:  https://mega.nz/file/f4NgDBKD#WPckdioAbQ2fPSoMokp0soh_8bbT3_2icPyOS_2JT9k

Collection of Problems in Theoretical Mechanics by I. V. Meshchersky

 

Collection of Problems in Theoretical Mechanics by I. V. Meshchersky 

 LINK 1: https://archive.org/details/collection-of-problems-in-theoretical-mechanics 

Así de INCREÍBLE es la Universidad Nacional de Ingeniería (UNI Perú) -MATH ROCKS-Conversatorio de Matemáticas -MATH ROCKS-LIMA PERU

 

 

 

Algebra y análisis defunciones elementales by M. Potápov; V. Alexándrov; S. Pasichenko -Алгебра и анализ элементарных функций авторы: М. Потапов; В. Александров; С. Пасиченко

 VERSION ESPAÑOL

 LINK: https://archive.org/details/potapov-algebra-mir 

LINK ALTERNATIVO: https://www.mediafire.com/file/hw5z4hzjhmmjk4j/Potápov,+Alexándrov,+Pasichenko+-+Algebra+-+y+análisis+defunciones+elementales+-+Mir+-+1986.pdf/file 

VERSION ORIGINAL RUSA

 LINK : https://www.mediafire.com/file/3xt293xl0vpgxa9/potatov+ruso.pdf/file

Así es la Universidad MEJOR Rankeada del Perú Pontificia Universidad Católica del Perú(PUCP)-Conversatorio de Matemáticas -MATH ROCKS-LIMA PERU

 

Así es la Universidad Nacional Mayor de San Marcos (UNMSM) -MATH ROCKS- CONVERSATORIO DE MATEMÁTICAS-LIMA -PERU

 

Problemas de la Olimpiada Escolar de Matemáticas de San Petersburgo 2016 - Задачи Санкт-Петербургской олимпиады школьников по математике 2016 (En español)

 

 

LINK :

https://www.mediafire.com/file/zhahtlgo9w5yp3o/Задачи+Санкт-Петербургской+олимпиады+школьников+по+математике+2016+-Problemas+de+la+Olimpiada+Escolar+de+Matemáticas+de+San+Petersburgo+2016-Copiar.pdf/file

ANALISIS MATEMATICO I -CLASE INTRODUCCION-UNIVERSIDAD DE PEKIN

 

Explicación del examen final de Cálculo (II) de la Universidad de Sichuan de otoño 2022-2023 (3)-SiChuan University - 四川大学

 

Mathematics for JEE (Advanced): Trigonometry-G. Tewani

 

LINK :https://www.mediafire.com/file/hgcvjz9zsdcihba/Mathematics+for+JEE+(Advanced)+Trigonometry+(G.+Tewani)+-NOVO.pdf/file

BMA Math Class 9 Part 1 upto Plane Geometry Standard IX IIT JEE Foundation and Olympiad Explorer Mathematics from Brain Mapping Academy Hyderabad Brain Mapping Academy Hyderabad Teachers

ЭЛЕКТРОМАГНЕТИЗМ. Основные законы-Electromagnetismo. Las leyes fundamentales / I. E. Irodov.-Traduzido del Ruso al Español por Ing. Armando Cavero Miranda

 

La idea principal de este libro es fusionar la descripción de los conceptos básicos de la teoría y los métodos prácticos para la resolución de problemas en un solo volumen. Por lo tanto, cada capítulo contiene primero una descripción de la teoría del tema en cuestión (ilustrada con ejemplos concretos) y luego un conjunto de problemas seleccionados con sus soluciones. Los problemas están estrechamente relacionados con el texto y, a menudo, lo complementan. Por lo tanto, deben analizarse junto con él. En opinión del autor, los problemas seleccionados deberían permitir al lector profundizar en la comprensión de muchos temas importantes y visualizar (incluso sin resolverlos, sino simplemente revisándolos) la amplia gama de aplicaciones de las ideas presentadas en este libro. Para enfatizar las leyes más importantes del electromagnetismo, y especialmente para aclarar los temas más difíciles, el autor ha procurado excluir los temas menos importantes. En un intento por describir las ideas principales de forma concisa, clara y a la vez correcta, el texto se ha mantenido libre de fórmulas matemáticas superfluas y se ha hecho hincapié en los aspectos físicos de los fenómenos. Con el mismo fin, se han empleado diversas representaciones de modelos, factores de simplificación, casos especiales, consideraciones de simetría, etc., siempre que ha sido posible. A lo largo del libro se utilizan unidades de medida del SI. Sin embargo, considerando que el sistema gaussiano de unidades sigue siendo ampliamente utilizado, en los Apéndices 3 y 4 se incluyen las tablas de conversión de las magnitudes y fórmulas más importantes del SI a unidades gaussianas.

LINK DEMO BOOK: 

https://www.mediafire.com/file/38byksh0bg864v4/LEYES+BASICAS+DEL+ELECTROMAGNETISMO-IRODOV-CORREGIDO-ULTIMO-TRADUCAO-1-51.pdf/file

Methods Of Solving Problems In High School Mathematics by A. G. Tsypkin; A. I. Pinsky ; V. I. Blagodatskikh (Editor)

 

 

About the book

 In this educational aid, intended for high-school students, an attempt has been made to classify the problems encountered in high-school mathematics by their solution methods. It was rather difficult to attain the aim the authors set for them­ selves. On one hand, a detailed classification of problems by methods of solution would require the consideration of a large number of con­ crete problems and, on the other hand, a schematic classification would not yield a useful aid for solving different kinds of problems. There­ fore, alongside a large number of worked problems, the book includes many problems (about 2500) for the reader to solve. In addition to the traditional problems from the course of high- school mathematics, the book includes methods for solving simple differential and integral calculus problems as well as problems which require the use of coordinates and vector algebra. These sections only include problems whose solutions require knowledge that is beyond the scope of high-school mathematics.

LINK: https://archive.org/details/tsypkin-pinsky-methods-of-solving-problems-in-high-school-mathematics-mir/page/351/mode/2up

Математика. Руководство к решению олимпиадных задач. Часть 1.: Учебное пособие Мухина С. Н., Е.Скоробогатых-S. N. Mukhina E. Y. Skorobogatykh Traduzido do russo para o português pelo Eng. Armando Cavero Miranda MATEMÁTICA. GUIA PARA A RESOLUÇÃO DE PROBLEMAS DE OLYMPÍADAS

 

Matemática. Um Guia para Resolver Problemas de Olimpíadas. Parte 1. Matrizes. Determinantes. Sistemas de Equações Lineares. Álgebra Vetorial. Geometria Analítica. Números Complexos: Um Guia de Estudo S. N. Mukhina, E. Skorobogatykh 

RESUMO

 Este guia de estudo contém exemplos de resolução de problemas avançados em áreas da matemática como álgebra linear, geometria analítica e números complexos. São apresentadas soluções para problemas de Olimpíadas utilizando métodos não convencionais. Cada seção começa com breves informações teóricas e termina com problemas para resolução independente. Este guia destina-se ao estudo individual e eletivo de cadetes e estudantes, bem como à preparação para Olimpíadas de Matemática em universidades técnicas.

LINK DEMO DO LIVRO TRADUZIDO DO RUSO PARA PORTUGÛES PELO ENG. ARMANDO CAVERO MIRANDA :

 https://www.mediafire.com/file/nmjlheeymhuitzp/Математика.+Руководство+к+решению+олимпиадных+задач.+Часть+1.+Матрицы.+Определители.+Системы+линейных+уравн-1-17.pdf/file

Olimpíadas de Matemática de Moscou. 1935-1957-V. V. Prasolov-Прасолов В.В. и др. Московские математические олимпиады. 1935 - 1957

Olimpíadas de Matemática de Moscou. 1935-1957-V. V. Prasolov-Прасолов В.В. и др. Московские математические олимпиады. 1935 - 1957

TRADUZIDO DEL RUSSO AO IDIOMA PORTUGUES PELO ENG. ARMANDO CAVERO MIRANDA

LINK:https://www.mediafire.com/file/3bvvp4baxjpls5j/Московские+математические+олимпиады.+1935+-+1957+г.+Прасолов+В.В.,+Голенищева-Кутузова+Т.И.-BR-ULTIMO.pdf/file

 

Problems of the 2016 St. Petersburg Mathematics Olympiad-Задачи Санкт-Петербургской олимпиады школьников по математике 2016

 

Problems of the 2016 St. Petersburg Mathematics Olympiad-Задачи Санкт-Петербургской олимпиады школьников по математике 2016 

TRANSLATED FROM RUSSIAN INTO ENGLISH BY ARMANDO CAVERO MIRANDA

LINK: https://www.mediafire.com/file/qyr54ts2uqmiyx6/Problems+of+the+2016+St.+Petersburg+Mathematics+Olympiad-Задачи+Санкт-Петербургской+олимпиады+школьников+по+математике+2016-Copiar.pdf/file

Thank you very much for your donation. Your generosity means everything to me, please contribute WESTERN UNION in my name ARMANDO CAVERO MIRANDA my email: cavero57@yahoo.com FINE THANKS.

Selected Problems and Theorems of Elementary Mathematics. Geometry of Plane Shklyarsky D.O., Chentsov-Translated from Russian into English

 

You can download a portion of the book at the following link.

https://www.mediafire.com/file/u1gtpbikv0mhe2a/Selected+Problems+and+Theorems+of+Elementary+Mathematics.+Geometry+of+Plane+Geometry+Shklyarsky+D.O.,+Chentsov-Copiar-FINAL1-1-67.pdf/file

If you would like the complete translation of the book, please make a voluntary donation and send your email address to cavero57@yahoo.com. Thank you very much.