Luis_ Another-DevX

Understanding multivariables derivatives

In calculus the concept of instantaneous rate of change is essential. Normally we explore this in functions defined on $R$ fields. If we think about a derivative like a linear transformation, it can help us understand more complex scenarios.

Remember the definition of a derivative on $R$

$\ f'(x) = \lim_{h \to 0} \frac{f(x+h) - f(x)}{h} $

Therefore this equation means we are calculating the slope of the tangent line as we approach an infinitely small

Experience in Socioeconomic Impact Protocols

Impact-market impactMarket/backend#1119 impactMarket/utils#258 impactMarket/utils#256

Maintained the system, built new modules and functions, and proposed changes to continually grow the public goods related to Impact-market, mainly focusing on Learn & Earn initiatives.

RefiMedellin

Designed and proposed the architecture for the website and reputation-based lending protocols, supporting the community in improving their economy. This resulted in more efficient lending processes and better user experiences.

	#!/bin/bash

	set -euo pipefail

	# Directory setup
	APP_DIR="${HOME}/Applications"
	ICON_DIR="${HOME}/.local/share/icons"
	DESKTOP_DIR="${HOME}/.local/share/applications"
	BIN_DIR="${HOME}/.local/bin"