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yewalenikhil65/Resources-for-engineering-students-who-like-mathematics
This is a collection of resources that I feel will prove useful to anyone studying in the area of engineering but also like mathematics. I urge anyone who comes across this, to contribute to the list in proper sequence/indexing (⭐ 83)
Gold Rises Amidst Political Tensions as U.S. Election Looms
Gold has proven itself as a steadfast pillar of security in uncertain times, and the current political climate in the United States serves as a powerful reminder of this. As 2024 draws closer to the U...
Did Iran kill 30k people in 2 days in 2026? - factually.co
4 days ago · Executive summary Available reporting does not conclusively prove that Iran killed 30,000 people in two days in 2026; several outlets published claims an...
Local incompressibility estimates for the Laughlin phase
We prove sharp density upper bounds on optimal length-scales for the ground states of classical 2D Coulomb systems and generalizations thereof. Our method is new, based on an auxiliary Thomas-Fermi-like variational model. Moreover, we deduce density...
Did Iran kill 30k people in 2 days in 2026? - factually.co
4 days ago · Executive summary Available reporting does not conclusively prove that Iran killed 30,000 people in two days in 2026; several outlets published claims an...
Matched Metrics to the Binary Asymmetric Channels
In this paper we establish some criteria to decide when a discrete memoryless channel admits a metric in such a way that the maximum likelihood decoding coincides with the nearest neighbour decoding. In particular we prove a conjecture presented by M...
[Video Games] How far would YOU go to win an internet argument? The time someone leaked se…
[Obligatory thumbnail](https://imgur.com/a/F1Ph5WU) Ah, video games. They always seem to bring out the worst in people, don’t they? Whether it’s the console wars, people smashing keyboards becau...
A Pierce Representation Theorem for varieties with BFC
We generalize the Pierce representation theorem for (commutative) rings with unit to other algebraic categories with Definable Factor Congruences by using tools from topos theory. Of independent interest, we prove that an algebraic category with righ...
Finding classes of delta-matroids closed under handle slides
In this work, we study the operations of handle slides introduced recently for delta-matroids by Iain Moffatt and Eunice Mphako-Banda. We then prove that the class of binary delta-matroids is the only class of delta-matroids closed under handle slide...
Kloosterman paths of prime powers moduli
Emmanuel Kowalski and William Sawin proved, using a deep independence result of Kloosterman sheaves, that the polygonal paths joining the partial sums of the normalized classical Kloosterman sums S(a,b0;p)/p^{1/2} converge in the sense of finite dist...
Bonaventura Cerronio - Wikipedia
Bonaventura Cerronio (fl. 1639) was an Italian composer. Little is known of his life. Dinko Fabris Music In Seventeenth-century Naples: Francesco Provenzale
WP’s Sylvia Lim crosses swords with Syed Harun on integrity
The thing that got me most riled up is the NMPs and this former NMP trying to chip into the debate to score brownie points. It has been proven time and time again that these position are filled with p...
Orthogonality relations for Poincaré series
Let $ G $ be a connected semisimple Lie group with finite center. We prove a formula for the inner product of two cuspidal automorphic forms on $ G $ that are given by Poincaré series of $ K $-finite matrix coefficients of an integrable discrete ser...
Meromorphic Continuation of Weighted Zeta Functions on Open Hyperbolic Systems
In this article we prove meromorphic continuation of weighted zeta functions in the framework of open hyperbolic systems by using the meromorphically continued restricted resolvent of Dyatlov and Guillarmou (2016). We obtain a residue formula proving...
Spherical posets from commuting elements
In this paper we study the homotopy type of the partially ordered set of left cosets of abelian subgroups in an extraspecial $p$-group. We prove that the universal cover of its nerve is homotopy equivalent to a wedge of $r$-spheres where $2r \geq 4$...
Technology will take our jobs? We've heard that one before
Feb 19, 2026 · Professions threatened by technology have proven surprisingly resilient throughout history. That is worth remembering as AI assumes more human tasks.
Technology will take our jobs? We've heard that one before
Feb 19, 2026 · Professions threatened by technology have proven surprisingly resilient throughout history. That is worth remembering as AI assumes more human tasks.
Technology will take our jobs? We've heard that one before
Feb 19, 2026 · Professions threatened by technology have proven surprisingly resilient throughout history. That is worth remembering as AI assumes more human tasks.