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  The most counterintuitive mathematical problem in the world, the Hodge conjecture, brings together the most abstract mathematical concepts.

  The Hodge conjecture put forward by the British mathematician William Vallance Douglas Hodge in 1950 is undoubtedly the most difficult to understand of all the millennium puzzles. This is a highly professional question that only a few professional mathematicians can really understand.

  Algebra Hodge conjecture mathematics object equation geometry function form differential complex number mathematician calculus cohomology real number theory two way surface harmonic 2023-11-24
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  Towards the unity of mathematics

  This article comes from the official account of Wechat: ID:fanpu2019, by Charles Ehresmann, translated by Ye Lingyuan: "Mathematics is a creative process that will never be completed." According to this article, the translator is Char.

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  One of the reasons why mathematics is so difficult is that many simple concepts have been extended to an incomprehensible level.

  In mathematics, when an important mathematical definition has been proposed and an important mathematical theorem has been proved, things are far from over. No matter how clear a mathematical work is, there is always room for more understanding of it, and one of the most common ways is to state it as a special case of a broader thing.

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  Beloved Mathematics: extraordinary Genius Galois and his graceful Theory

  This article comes from the official account of Wechat: back to Park (ID:fanpu2019), by Kasper M ü ller, translated by Xu Zhaoqing mathematical genius Galois, who died in a duel at the age of 20, ending his short life, and the essence of his thoughts will flow in the long river of history forever.

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  The genius Hamilton, an algebraic system constructed from quaternions, is comparable to non-Euclidean geometry.

  There is no doubt that William Ron Hamilton is the greatest scientist in Irish history. Hamilton was born in Dublin, Ireland, on August 3, 1805. His uncle was an accomplished linguist-for Greek, Latin, Hebrew, Sanskrit, Semitic, Pakistani

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  Boolean, one of the most important mathematicians in the 19th century, pure mathematics originated from his "law of thinking".

  The contribution of British mathematicians to the development of mathematics is in terms of originality. Boolean is a typical example. Boolean logical algebra has rapidly developed into a major branch of pure mathematics. Mathematicians all over the world have extended it to all fields of mathematics. Bertrand Russell said: pure mathematics was published by Boer in 1854.

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  Without the talented mathematicians Kumer and Dedkin, most mathematics would not exist now.

  As a result, we can see that ideal prime factors reveal the nature of plural numbers, seem to make them easy to understand, and expose their internal transparent structure. -- Cuomer most of my readers will be disappointed to learn that as a result of this mundane observation, the continuous secret is about to be revealed. -- Dade King Cuomer is here

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  How to use Rust built-in trait:PartialEq and Eq

  This article focuses on "how to use Rust built-in trait:PartialEq and Eq", interested friends may wish to take a look. The method introduced in this paper is simple, fast and practical. Let's let the editor take you to learn how to use Rust built-in trait:P.

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  Intuition, definition and expression in Mathematics

  This article comes from the official account of Wechat: back to Park (ID:fanpu2019). Author: how Jiang Shusheng gives a definition in mathematics tutorials is often worth studying. A good definition should reveal the nature of the concept at the "what" level, not at the "how" level. The numbers discussed in this article

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  It is not difficult to take stock of the most important mathematical events in human history and their promoters.

  Ishango bony colonies were unearthed in Zaire around 18000 BC (probably the earliest evidence of calculation by ancestors). For about 4000 years, clay calculation marks were used in the Middle East. About 3400-3200, the development of the Sumerian numbering system. About 205

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  Basic knowledge points of database principle

  This article mainly introduces the basic knowledge of the principle of database, which has a certain reference value, friends who need can refer to it. I hope you will learn a lot after reading this article. Next, let the editor take you to learn about it. The basic knowledge points of database principle are as follows: 1. Two-level mapping of database system and objects.

  Data database schema attributes structure logic integrity concept model physics inter redundancy entity system control paradigm independence user storage independence 2022-06-01
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  Great Mathematical mystery-- the perfect combination of Elliptic Curve, Algebra, Geometry and number Theory

  These curves defined by very simple equations are shrouded in mystery and elegance. In fact, the equations that describe them are so simple that even high school students can understand them. However, despite the unremitting efforts of some of the world's greatest mathematicians, there are still a large number of simple questions about them that remain unsolved. But it's still...

  Curve ellipse problem operation rational number function finite geometry different important remainder form equation algebra mathematics number theory two fact addition Abbe 2023-11-24
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  Beginnersbook database tutorial directory

  This article mainly explains "beginnersbook Database tutorial Catalog". Interested friends may wish to have a look at it. The method introduced in this paper is simple, fast and practical. Let's let the editor take you to learn the beginnersbook Database tutorial Catalog. Catalogue

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  Spark diagram processing GraphX learning notes!

  Spark diagram processing GraphX learning notes! What is GraphX? Graphx uses a parallel processing framework such as Spark to implement some parallel executable algorithms on the graph. Whether the algorithm can be parallelized or not is independent of Spark itself.

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  On programming Paradigm-the thought behind programming language

  Programming paradigm Thomas. After Kuhl proposed the paradigm theory of "scientific revolution", Robert Floyd used the word programming paradigm in the Turing Award presentation speech in 1979. The programming paradigm generally includes three aspects, taking OOP as an example: 1, the logical system of the discipline-- regular paradigm: such as

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  Gale van der, he foresaw an unfinished story.

  This article comes from the official account of Wechat: ID:fanpu2019, written by Chen Guanrong (City University of Hong Kong), "Mathematics is a part of culture, just like music, poetry and philosophy." -Israel Gail van der Israel Gale van der (Israel Mois)

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  Idempotency in mongoDB

  Recently, in the process of learning MongoDB, I came into contact with a new term-idempotence. Let's take a look at Duniang's explanation first. Idempotent (idempotent, idempotence) is a mathematical and computer concept, which is common in abstract algebra. In programming, a power

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  Example Analysis of PostgreSQL Optimizer

  This article mainly introduces the example analysis of PostgreSQL optimizer, which is very detailed and has certain reference value. Friends who are interested must finish it! The development of PostgreSQL originated in the 1980s, it was originally Michael

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  How to realize 3D Animation effect with Android Flutter

  This article mainly explains "how to achieve 3D animation effect with Android Flutter". The content of the explanation is simple and clear, and it is easy to learn and understand. Please follow the editor's train of thought to study and learn how to Android Flutter.

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  Can ChatGPT do math?

  Jiang Xun translator's Note: this paper attempts to show that ChatGPT still has some defects in the field of mathematical proof. So except for the most basic questions below, the proofs given by ChatGPT are incorrect. Readers are requested not to take the proof here as a standard answer. Chat-GPT is

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