En este post exploraremos si realmente vale la pena quedarte con 16GB RAM o si es mejor actualizar a 32GB RAM en 2025.

Computers have been around for some time now, so I'd be interested to know what the first operating system was that you used.

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Would you give all your knowledge to a stranger, considering that this knowledge is the most precious thing you have and can make you earn millions of dollars and change your future and that of the whole

La foto de la portada es una imagen de libre uso de Pixabay y editada por @abdulmath con GIMP, los emoji son creados con Bitmoji ¿Qué son los datos? En el año 431 a.C., Esparta declaró la guerra a Atenas.

Hello, Friends of Hive, it is a pleasure to be with you again to continue the series on Real-time Systems. Hola Amigos de Hive un gusto estar nuevamente con ustedes dando continuidad a la serie referente

The last few decades saw amazing transformations in the world. Fortunately, or unfortunately depending upon your view, things are just getting started. The technological leap forward is in its infancy.

Money printing is happening all over the place. This is something that started in the United States and continued for the better part of 4 decades. Since that time, the velocity of money slowed to a crawl.

BLOCKCHAIN You can't talk about the world without mentioning technology, it stands as the basis for measuring the world. Technology has been existing right from the ancient days, but one fact about technology

자 이제 감마함수를 이용한 Analytic continuation 에 대해서 알아보자. s=1 이외의 모든 복소 평면에 정의된 제타함수를 구하는 것이 나의 목표이다. 리만이 했던 그 방식을 그대로 따라가 보자 자 저 식을 유도하기 위해 일단 필요한 배경지식이 있다. 바로 감마함수인데 간단히 복습 과 제타함수와의 연관성을 살펴보자. 감마함수와 그 성질 일단 감마함수는

Analytic continuation of zeta function 자 먼저 Re(s)> 0 인 경우의 analytic continuation 에 대해서 알아보자. 오늘 할 일은 일단 s=1 에서 zeta 함수가 simple pole 을 가진다는 것과 그리고 s=1 주위로 gamma 함수를 Laurent expansion (일반 실함수, 다변수 함수의

제타함수의 복소수화를 다루어 보려고 했는데 일단 복소수로 늘리기 전에, 디리클렛 에타함수를 이용한 정의에 대해서 살펴보고, 그것의 유도과정 중에 쓰이는 Binomial transformation 에 대해 다루어 보자. Dirichlet eta 함수를 이용한 제타함수의 정의 저 디리클렛 에타 함수는 Re(s)>0 인 구간에서 수렴하기 때문에, 사실 이 함수는

My latest artwork at superrare. Generative art of a kissing couple. #art #computation #couple #figure #generative #illustrative #kiss #parametric #superrare

Socrates Social and Crowd-sourced Activities Extraction System Screenshots Hunter's comment SOCRATES, is a social-computational system and platform for the study of social media using crowdsourcing. The

Qilimanjaro Quantum computation at your fingertips Screenshots Hunter's comment It helps you to take your industrial process your data faster than you think. So move problems to quantum logic and quantum

This diagram compares Quinary #Base5 to the familiar Base 10 number system. I'm using unique colors and symbols (Chromalendar #Numbers), rather than Arabic numbers. In #ComputerProgramming the code is

Hello fellow Steemians, and budding scientists!!Have you ever thought how simple the world would be if a program could plot complex curves in a jiffy!! ...and solve all your math problems in seconds?It