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Update README.md
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README.md
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@@ -25,4 +25,6 @@ It was trained on 155 physics symbols, but struggles with out-of-vocabulary symb
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then derive - \\sin{(q)} = \\frac{d}{d q} \\theta{(q)},
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then obtain (- \\sin{(q)})^{q} (\\frac{d}{d q} \\cos{(q)})^{q} = (- \\sin{(q)})^{2 q}"```
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Output derivations are equations separated by "and".
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then derive - \\sin{(q)} = \\frac{d}{d q} \\theta{(q)},
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then obtain (- \\sin{(q)})^{q} (\\frac{d}{d q} \\cos{(q)})^{q} = (- \\sin{(q)})^{2 q}"```
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Output derivations are equations separated by "and".
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Use ```"jmeadows17/MathT5-base"``` for the lightweight version.
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