🖐🏾=5️⃣: Try this "GPT": Universal Feminism Advocate:
https://chatgpt.com/g/g-v26bUKn6Z-universal-feminism-advocate
Submit your fact-checked (✌🏾√2 = 🔢) ChatGPT links to: eatatoms@gmail.com:
24.06.19: Ever heard of "matrix (quantum) mechanics"; see alse: "mc squared" or else: "matrices":
https://chatgpt.com/share/c9e8c6b4-2038-4930-8ab5-dc6ed71599b1
24.06.18: Using English words including "electromagnetism" remains practical as resisting "gravity" will have rejected (past perfect) violent male supremacists:
https://chatgpt.com/share/6fa320d5-b7a3-4e77-afeb-f1fca689d1b8
24.06.17: General "intelligence" remains in favor of +1 Angela Davis book title: Freedom Is A Constant Struggle:
https://chatgpt.com/share/f5377bb6-716f-4572-98c8-b9223cd6d042
24.06.16: 1+1=2 feminist critiques (appealing to physics, chemistry, and contemporary "now" journalism):
https://chatgpt.com/share/3c434202-0cba-4152-8a78-4d0b62b33736
24.06.15: #vss365 observe (+1) nature's thermodynamic laws + creative fiction: vs war-criminal-birthday (point zero) nihilist (-1) creationisms :
https://chatgpt.com/share/4e3c679b-4f3b-41f9-969a-1ccd4c31844a
24.06.15: Medical doctors (as feminists) challenging violent, sexist ideologies "now") :
https://chatgpt.com/share/55da470e-d1ee-42ee-af14-8898e0703195
24.06.15: Simone de Beauvoir (scroll down): feminism appeals to nature's laws:
https://chatgpt.com/share/39591333-541d-49d8-a1fb-a5d43ebdb31a
24.06.15: Physical Systems and Infinities, Gödel's Platonism and Arithmetic, Cantor's Diagonal Argument (+ Thermodynamics in Rumi's poetry):
https://chatgpt.com/share/2ea073e7-d8f6-4c08-a449-42ba00400dcc
ChatGPT: Yes, let's tie these concepts together using the framework of physical systems, infinities, and mathematical consistency:
Physical Systems and Infinities: Physical systems can exhibit behaviors that are conceptually related to mathematical infinities, such as quantum states and energy levels. These systems often require sophisticated mathematical descriptions involving concepts like square roots and infinities.
Cantor's Diagonal Argument: This argument shows that there are different sizes of infinities, such as the set of real numbers being uncountably infinite compared to the countably infinite set of natural numbers. This concept helps us understand that not all infinities are the same and provides a mathematical foundation for dealing with infinite sets.
Gödel's Platonism and Arithmetic: Gödel's work in mathematical logic, including his incompleteness theorems, supports a Platonic view of mathematics where mathematical truths exist independently of human thought. The simple arithmetic truth "1+1=2" is an example of such a fundamental, self-evident truth.