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ASME-Based Structural Assessment of Head-Shell Junctions in Pressurized Railway Tank Wagons. [PDF]
Materials (Basel)Ilincă CN +8 more
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Gas Turbine Blade Characterization Through Modal Analysis. [PDF]
Materials (Basel)Troglia Gamba A, Bagnera F, Botto D.
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G-LLaVA: Solving Geometric Problem with Multi-Modal Large Language Model
International Conference on Learning Representations, 2023Large language models (LLMs) have shown remarkable proficiency in human-level reasoning and generation capabilities, which encourages extensive research on their application in mathematical problem solving.
Jiahui Gao +10 more
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Geometric Progressions—A Geometric Approach
The College Mathematics Journal, 2001Michael Strizhevsky (strizhem@aii.edu) has taught mathematics at the Art Institute of Atlanta since 1992. He received his Ph.D. in mathematics in Moscow, where he taught and researched for eighteen years at Moscow Civil Engineering Institute. He has published a number of papers, in both Russian and English, in a variety of fields.
Michael Strizhevsky, Dmitry Kreslavskiy
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2022
The authors give a new construction of a hypergroup starting from a hypergroup \((H , \circ )\) and a connecting nonempty set \(S\) with the property that \(x\in S\circ y\Longleftrightarrow y\in S\circ x\). Using the same ideas as in the case of groups, they define generalized Cayley graph over \((H , S)\), denoted by \(GCG(H, S)\), to be the simple ...
Al Tahan, M., Davvaz, B.
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The authors give a new construction of a hypergroup starting from a hypergroup \((H , \circ )\) and a connecting nonempty set \(S\) with the property that \(x\in S\circ y\Longleftrightarrow y\in S\circ x\). Using the same ideas as in the case of groups, they define generalized Cayley graph over \((H , S)\), denoted by \(GCG(H, S)\), to be the simple ...
Al Tahan, M., Davvaz, B.
openaire +2 more sources