Researchers from UCLA, University of Washington, and Microsoft Introduce MathVista: Evaluating Math Reasoning in Visual Contexts with GPT-4v, BARD, and Other Large Multimodal Models

MathVista is introduced as a comprehensive benchmark for mathematical reasoning in visual contexts. It amalgamates challenges from various multimodal datasets, aiming to refine mathematical reasoning in AI systems. Researchers from UCLA, University of Washington, and Microsoft extensively evaluate foundation models and highlight the potential of GPT-4V in achieving a state-of-the-art accuracy of 49.9%.

 Researchers from UCLA, University of Washington, and Microsoft Introduce MathVista: Evaluating Math Reasoning in Visual Contexts with GPT-4v, BARD, and Other Large Multimodal Models

Introducing MathVista: Enhancing Mathematical Reasoning in Visual Contexts

Researchers from UCLA, University of Washington, and Microsoft have introduced MathVista, a benchmark that addresses the need for comprehensive mathematical reasoning in visual contexts within AI systems. MathVista amalgamates challenges from various mathematical and visual tasks, comprising 6,141 examples sourced from 28 existing multimodal datasets related to mathematics and three newly developed datasets.

Practical Applications in AI

MathVista encompasses a diverse range of visual contexts, such as natural images, geometry diagrams, abstract scenes, synthetic scenes, figures, charts, and plots. It incorporates 28 existing multimodal datasets, comprising 9 math-targeted question-answering datasets and 19 VQA datasets. The benchmark focuses on five primary tasks: figure question answering, geometry problem solving, math word problem, textbook question answering, and visual question answering.

Research Findings and Practical Solutions

The study extensively tested 12 leading foundation models, revealing that GPT-4V, the latest multimodal version of GPT-4, achieves a state-of-the-art accuracy of 49.9%, a significant 15.1% improvement over other models. It provides valuable insights for further refining mathematical reasoning in multimodal AI systems.

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