Daftar 15 Perusahaan Tambang Terbesar di Indonesia

2. PT Kaltim Prima Coal: Perusahaan Tambang Batu Bara. PT Kaltim Prima Coal merupakan salah satu perusahaan tambang batubara tertua dan terbesar di Indonesia. Berkantor pusat di Sangatta Utara, Kabupaten Kutai Timur, perseroan ini tentunya masuk daftar perusahaan tambang di Kalimantan dan berdiri sejak tahun 1982.

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Family reveals Graeme Langlands struggled off field

Friends and family have paid tribute to rugby league legend Graeme 'Changa' Langlands at a memorial in Sydney's south, while revealing he was a man who did not seem to fit into life off the field ...

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The Langlands Program | ThatsMaths

The "Langlands Program" (LP) is a set of deep conjectures that attempt to build bridges between certain algebraic and analytical objects. Canadian mathematician Robert Langlands, who formulated a …

Rugby league legend Graeme Langlands didn't know about …

Many of Langlands' friends are convinced the St George icon died in his sleep over the weekend at the age of 76 unaware of the serious sexual assault allegations levelled at him in November last year.

Robert P. Langlands

Robert P. Langlands. Works. Twisted Trace Formula Mornings (1983) Courtesy of Bill Casselman. The Practice of Mathematics. Bibliography. Research Associate: Anthony V. Pulido. Works Twisted Trace Formula Mornings (1983)Courtesy of Bill Casselman The Practice of Mathematics.

Quanta Magazine

What Is the Langlands Program? By Alex Kontorovich. June 1, 2022. The Langlands program provides a beautifully intricate set of connections between various areas of mathematics, pointing the way toward novel solutions for old problems. 2021 in …

Langlands program in nLab

arithmetic geometry point of view the Langlands conjecture seems to speak of a correspondence that sends moduli space of flat connections to certain "automorphic" functions on the on the same curve. This suggests that the Langlands correspondence should be understood as a nonabelian version of a . This version of the conjecture is …

What Is the Langlands Program?

I'm no Hillel, but here is the best I can do." By Alex Kontorovich, Member (2009–10, 2013–14, 2016) and von Neumann Fellow (2017–18) in the School of Mathematics: "Not …

Growing Longan Trees: How to Plant and Care for Longans

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Langlands program, named after mathematician Robert Langlands, was an effort to generalize and define L-functions in a much more general setting and has led to …

What Is the Langlands Program? | Quanta Magazine

But here's where Langlands comes in. If a conjectured part of the program, called functoriality, is true (as mathematicians suspect), then we could fully prove the Ramanujan conjectures. Functoriality claims …

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LANGLAND'S

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soft question

This answer deals with the classical Langlands program (if you like, the Langlands program for number fields). (a) functoriality: this is Langlands original conjecture, explained in the letter to Weil, and further developed in "Problems in the theory of automorphic forms" and later writing.

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Contents

THE JACQUET-LANGLANDS CORRESPONDENCE FOR GL 2 3 such that ˇ0$ˇif and only if ˇ0 v ˘=ˇ for all v=2Sand ˇ0 v $ˇ for all v2Sin the sense of Theorem 1.2. The image of this injection consists exactly of those cuspidal automorphic ˇof GL

What is the Langlands program? | Mathematics

The aim of this talk is to give a bird's-eye view of the area of mathematics known as the Langlands program. This is a massive project which attempts to explain those rules by which polynomials factor modulo prime numbers, generalizing the reciprocity laws discovered by Fermat, Euler, and Gauss. My own work on the subject focuses on the local ("p-adic") …

Geometric approach to the local Jacquet-Langlands …

Yoichi Mieda satisfying the following character relation: for every regular element h of D×, θρ(h) = (−1)n−1θ JL(ρ)(gh), where gh is an arbitrary element of GLn(F) whose mini- mal polynomial is the same as that of h. The original proof of this theorem, due to Deligne-Kazhdan-Vigneras [DKV84]