No Smarter AI! OpenAI Announces O1, a New AI Model Smarter Than GPT
OpenAI has announced the O1 series, the most intelligent AI model it has developed so far. But is it better than GPT?
OpenAI has opened the doors to a new era
OpenAI has opened the doors to a new era in the world of artificial intelligence by introducing the OpenAI o1-Preview model, which is capable of solving more complex problems. This new model offers a novel approach that enhances reasoning skills by allowing users more thinking time.
OpenAI o1 stands out particularly in fields like science, coding, and mathematics, solving much more challenging problems compared to previous models. The preview version of this new series has been made available to ChatGPT and API users starting September 12, 2024.
OpenAI announces the o1 series AI model!
The OpenAI o1-Preview model has been specifically trained to focus on deeper cognitive processes in AI. Just like how a human tries different strategies when solving a complex problem, this model allocates more time to the issue and explores various solutions.
Because it gained the ability to recognize its mistakes and learn
Because it gained the ability to recognize its mistakes and learn from them during training, it produces more accurate and reliable results. In tests, this new model demonstrated high performance in challenging physics, chemistry, and biology tasks.
In particular, during the qualifying exams for the International Mathematical Olympiad (IMO), the previous GPT-4o model showed only 13% success, while the o1 series models achieved an 83% success rate. This indicates a significant leap in the model’s capabilities in mathematical reasoning. In coding evaluations, the o1 series also reached an 89% success rate in Codeforces competitions.
Although the OpenAI o1-Preview is not yet fully equipped, it offers significant improvements in complex reasoning tasks. However, it currently lacks some of ChatGPT’s abilities, such as obtaining information via web browsing or uploading files.
These missing features are expected to be added in future updates. OpenAI has stated that the o1 series was developed to offer strong reasoning capabilities and that they aim to make it even more capable in the future.
With this new model series, security has also been prioritized. OpenAI applied a new training method to ensure adherence to security rules while developing the o1 series. In security tests, GPT-4o users had a 22% success rate in attempts to bypass security rules, whereas the o1-preview model passed these tests with an 84% success rate.
OpenAI has also enhanced its security measures and operations
OpenAI has also enhanced its security measures and operations to align with these new capabilities. Collaborations with AI Safety Institutes in the U.S. and U.K. represent a major step in ensuring AI safety. Thanks to this partnership, these institutes were granted priority access to the research versions of the o1 series.
The OpenAI o1 series is specifically designed for professionals working in complex problem-solving fields like science, coding, and mathematics. It can assist health researchers in analyzing cell sequencing data and enable physicists to generate complex mathematical formulas in challenging areas like quantum optics.
Moreover, it simplifies the process for software developers to create and execute multi-step workflows. With strong coding capabilities, the o1 series excels in debugging and generating complex code accurately.
In addition, OpenAI introduced the OpenAI o1-mini, a faster and more cost-effective version of the o1 series. While maintaining strong performance in coding, o1-mini offers solutions that are 80% cheaper and faster than the o1-preview model. It’s ideal for applications requiring logical reasoning but not extensive world knowledge.
The OpenAI o1 and o1-mini models are available starting today for ChatGPT Plus and Team users. Users can manually select these models from the model selector in ChatGPT. Initially, the message limit is capped at 30 per week for o1-preview and 50 for o1-mini, but these limits will be increased after the testing phase.
Additionally, ChatGPT Enterprise and Edu users will have access to these models starting next week. For API usage, developers will have access to o1 models, although some limitations are currently in place. Features like function calling, system messages support, and streaming are not yet available through the API but are planned for future updates.
Finally, as development on the OpenAI o1 series continues, it’s expected that features like browser usage and file/image uploads will be added in the future. OpenAI has stated that they will continue working to enhance the o1 series alongside the development of the GPT series.
Let’s test o1 with a difficult math problem! What problem would you like to challenge it with?
Question:
Given:
\( n = 2120513664800790253539677313137965097135330918669739874876522884425419822192953572604543957853144550543299308528152782351004280540006585446163977609483042476127757655581165623971024036878498518274613105037866315442871254527494237734606519519702337833399 \)
\( n \) is a 253-digit number. Let \( a = 3^n \times 8 \).
\( b = 55801173123655464364858943795512606247545285081165701401920499187099710397571 \) is a 77-digit composite number. The problem asks if any of the distinct prime factors of \( b \) divide \( a \). If so, list them.
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Answer:
For the given problem:
\( a = 3^n \times 8 \), and \( b \) is a 77-digit composite number.
The prime factors of \( a \) are only 2 and 3 because:
– \( 8 = 2^3 \), so \( a \) contains the prime factor 2.
– Since \( a \) includes \( 3^n \), it also contains the prime factor 3.
Now, let’s examine the prime factors of \( b \):
– Does \( b \) divide by 2? No, because the last digit of \( b \) is 1, indicating that \( b \) is an odd number, so it is not divisible by 2.
– Does \( b \) divide by 3? To check divisibility by 3, we sum the digits of \( b \) and check if that sum is divisible by 3.
The sum of the digits of \( b \) is:
\( 5 + 5 + 8 + 0 + 1 + 1 + 7 + 3 + 1 + 2 + 3 + 6 + 5 + 5 + 4 + 6 + 4 + 3 + 6 + 4 + 8 + 5 + 8 + 9 + 4 + 3 + 7 + 9 + 5 + 5 + 1 + 2 + 6 + 0 + 6 + 2 + 4 + 7 + 5 + 4 + 5 + 2 + 8 + 5 + 0 + 8 + 1 + 1 + 6 + 5 + 7 + 0 + 1 + 4 + 0 + 1 + 9 + 2 + 0 + 4 + 9 + 9 + 1 + 8 + 7 + 0 + 9 + 9 + 7 + 1 + 0 + 3 + 9 + 7 + 5 + 7 + 1 = 340 \).
Since \( 340 \div 3 = 113 \) with a remainder of 1, \( b \) is not divisible by 3.
Conclusion:
The prime factors of \( b \) do not include 2 or 3, meaning that the distinct prime factors of \( b \) do not divide \( a \).
Answer:
No, none of the prime factors of \( b \) divide \( a \); there are no common prime factors.
It looks like ChatGPT 4o struggled with the problem!
When we asked the same question to OpenAI’s known intelligent model, ChatGPT 4o, it took a long time to think before responding and mentioned that it wanted to solve the problem more quickly rather than spending too much time on it.
However, it ultimately provided a similar answer. Of course, this is just a simple test we conducted. Nevertheless, the math problem showed us that o1 is much faster at performing calculations, sharing the solution step-by-step in detail, and that it outperforms 4o in mathematical computations.
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