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In mathematics, the Dudley triangle is a triangular array of integers that was defined by Underwood Dudley. It consists of the numbers (sequence in the OEIS). Dudley exhibited several rows of this triangle, and challenged readers to find the next row; the challenge was met by J. G. Mauldon, who proposed two different solutions. In one of Mauldon's solutions, the number at the intersection of the mth and nth diagonals (counting the top of the triangle as having m = n = 1) is given by the formula

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  • Triángulo de Dudley (es)
  • Dudley triangle (en)
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  • In mathematics, the Dudley triangle is a triangular array of integers that was defined by Underwood Dudley. It consists of the numbers (sequence in the OEIS). Dudley exhibited several rows of this triangle, and challenged readers to find the next row; the challenge was met by J. G. Mauldon, who proposed two different solutions. In one of Mauldon's solutions, the number at the intersection of the mth and nth diagonals (counting the top of the triangle as having m = n = 1) is given by the formula (en)
  • En matemáticas, el triángulo de Dudley es una matriz triangular de enteros que fue definida por el matemático estadounidense Underwood Dudley.​ Consiste en la siguiente disposición de números: (sucesión A036238 en OEIS). Dudley mostró varias filas de este triángulo y desafió a sus lectores a encontrar la siguiente fila. El reto fue resuelto por J. G. Mauldon, quien propuso dos soluciones diferentes. En una de las soluciones de Mauldon, el número en la intersección de las diagonales m-ésima y n-ésima (contando la parte superior del triángulo como si tuviera m=n=1) viene dado por la fórmula​ (es)
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  • Underwood Dudley (en)
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  • Underwood (en)
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  • Dudley (en)
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  • In mathematics, the Dudley triangle is a triangular array of integers that was defined by Underwood Dudley. It consists of the numbers (sequence in the OEIS). Dudley exhibited several rows of this triangle, and challenged readers to find the next row; the challenge was met by J. G. Mauldon, who proposed two different solutions. In one of Mauldon's solutions, the number at the intersection of the mth and nth diagonals (counting the top of the triangle as having m = n = 1) is given by the formula (en)
  • En matemáticas, el triángulo de Dudley es una matriz triangular de enteros que fue definida por el matemático estadounidense Underwood Dudley.​ Consiste en la siguiente disposición de números: (sucesión A036238 en OEIS). Dudley mostró varias filas de este triángulo y desafió a sus lectores a encontrar la siguiente fila. El reto fue resuelto por J. G. Mauldon, quien propuso dos soluciones diferentes. En una de las soluciones de Mauldon, el número en la intersección de las diagonales m-ésima y n-ésima (contando la parte superior del triángulo como si tuviera m=n=1) viene dado por la fórmula​ (es)
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