Results 101 to 110 of about 175 (143)
Asymmetric Unimodal Maps with Non-universal Period-Doubling Scaling Laws. [PDF]
Kozlovski O, van Strien S.
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A method for multi-criteria decision making with probabilistic linguistic term based on cloud TOPSIS. [PDF]
Almandeel A, Rao C, Zhang X, Qi H.
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An extension of the mixed integer part of a nonlinear form. [PDF]
Wang Y, Mu J.
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Aggregated decision system for financial resilience and performance enhancement. [PDF]
Tian X, Ma Y.
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Multi-attribute decision-making method based on complex T-spherical fuzzy frank prioritized aggregation operators. [PDF]
Rizwan Khan M +4 more
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On some diophantine inequalities involving primes.
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On a Diophantine Inequality Over Primes (II)
Monatshefte Fur Mathematik, 2006Suppose that \(c > 1\) is not an integer. Let \(H(c)\) denote the least integer \(r\) such that for any fixed \(\varepsilon > 0\) and for any \(N > N_0(c, \varepsilon) > 0\), the inequality \[ \left| p_1^c + p_2^c + \dots + p_r^c - N \right| < \varepsilon \] has solutions in prime numbers \(p_1, p_2, \dots, p_r\).
Wenguang Zhai +2 more
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Cubic Diophantine Inequalities
Acta Mathematica Sinica, English Series, 2001In this paper, it is proved that for any real numbers \(\lambda_1\), \(\lambda_2,\ldots,\lambda_7\) with \(\lambda_i\geq 1\) \((1\leq i\leq 7)\), the Diophantine inequality \[ |\lambda_1x_1^3+\lambda_2x_2^3+\cdots+\lambda_7x_7^3|
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