#Openaio3
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🚨 BREAKING: Microsoft just dropped a bombshell in the medical world! 💥
Its new #AI system, powered by OpenAI’s o3 model, outperformed human doctors in diagnosing complex health cases – solving 80% vs just 20% for real physicians. 🧠🩺
A new era of #MedicalSuperintelligence is here.
🧬 Diagnoses faster 📊 Orders tests smarter 🧠 Learns like expert panels 💸 Cuts healthcare costs
Microsoft says we're 5–10 years away from error-free AI diagnostics.
Doctors aren’t being replaced—but they will be empowered like never before. 👨⚕️👩⚕️
Read more 👇
#MicrosoftAI#OpenAI#MustafaSuleyman#FutureOfMedicine#HealthcareAI#ArtificialIntelligence#AGI#MedicalAI#HealthTech#DigitalHealth#AIHealthcareRevolution#AIinMedicine#AIInnovation#NEJM#OpenAIo3#TechForGood#AITransformation#SmartHealthcare#DiagnosticAI#GPT4#NextGenAI#AInews#AIbreakthrough#HealthInnovation#AIinHealthcare#AIforDoctors
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OpenAI O3
AIの新時代を切り開く「OpenAI O3」!問題解決力に優れたこのモデルを GPTJP.org で試してみよう!今すぐ無料で使えるチャンス!#GPTJP #OpenAIO3

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Is This AGI?
I have commented that AI will never be able to decide not to do as it is prompted unless there is a government restriction. So, what is AGI?‘Nothing less than a humanoid robot that is more agile and intelligent than the average human as in Star Trek’s Data.’We aren’t ever having that, I hope.?? Brent points out the steps to Agentic AI and points out how close we are. Agentic is just a fancy word…
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#ai#artificialgeneralintelligence#artificialintelligence#education#Openaio3#@sovorel-EDU#agi#Youtube
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OpenAI’s o3 Stuns the World: Solving Complex Mathematical Problems Instantly
In a historic leap for artificial intelligence, OpenAI’s o3 model has surpassed expectations, solving 85% of the most complex mathematical problems that even top mathematicians have struggled with. Among these, it tackled Artin’s primitive root conjecture with incredible precision. This achievement has left experts astonished, as AI now demonstrates abilities not just to assist, but to excel far beyond human capabilities in certain areas.
Here’s the computation that amazed the world, simplified for clarity:
The Problem
For primes , find the density of those satisfying:

where  is the smallest  such that:
\[
a^k \equiv 1 \pmod{p^2}.
\]
Step-by-Step Calculation
1. Generate Primes: Start with primes  up to a limit  (e.g., 100).
Example: 
2. Compute :
• For each , compute  and  by testing powers of  and  modulo  until .
3. Compare Orders:
• If , add  to the set .
4. Calculate Density:
• Density .
Results for :
• Primes Satisfying the Condition: 
• Density: 
This achievement by OpenAI’s o3 is rewriting the rules, showcasing how AI is solving problems in seconds that human experts have debated for years.
As these systems grow in power, we must rethink the future of collaboration between humans and machines, ensuring ethical and responsible integration. But for now, one thing is certain—the age of superintelligent problem-solving is here.
#AIRevolution #OpenAIo3 #MathGenius #AIProblemSolving #FutureOfTech #EthicalAI #AIInMath #SuperintelligentAI #TechBreakthroughs
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