Partial derivative (∂) is a key concept in calculus, representing the rate of change of a function concerning one variable while holding others constant, crucial in financial modeling for assessing ...

Abstract: This paper describes the first reliable Newton algorithm for the sequential computation of the set of dominant poles of scalar and multivariable transfer functions of infinite systems. This ...

It feels like the partial derivative should be allowed up to the degree of the bspline. Currently there is a limit to the degree - 1. But, for example, the derivative of order 1 of a bspline of degree ...

Abstract: To ensure the privacy of power system users while maximizing the efficiency of decentralized computational resources, this paper presents a novel decentralized power flow algorithm. Its core ...

In the paper, the authors extend a function arising from the Bernoulli trials in probability and involving the gamma function to its largest ranges, nd logarithmically complete monotonicity of these ...

Partial derivatives play a crucial role in the realm of multivariable calculus. They analyze how a multivariable function behaves when one of its variables changes while the others remain constant.

Immune checkpoint inhibitors in the peri-operative setting in renal cell carcinoma: A meta-analysis of the randomized clinical trials. Cabozantinib in combination with atezolizumab in non-clear cell ...

To externally validate the previously published Mayo clinic model for the prediction of early (<30 days) postoperative renal failure, which relies solely on preoperative estimated glomerular ...