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一种新的多重代理签名方案。A new multi-proxy signature from bilinear pairings.

该方法的主要数学工具是双线性插值。The main mathematical tool of this method is bilinear interpolation.

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利用椭圆曲线上的双线性映射设计了一种新的代理签名体制。In this paper we propose a new proxy signature scheme from bilinear pairing.

钢筋以双线性应变硬化模型表示。The steel reinforcement is represented by a bilinear strain hardening model.

针对这一常见问题,采用基于MSE拟合、双线性插值的方法对拍摄图像进行校正。This paper gives a solution which is based on MSE and bilinear interpolation.

本文主要讨论双线性时间序列模型的平稳性与可逆性。In this paper, we discuss the stationarity and invertibility of a bilinear model.

本文对两系杂交晚稻的施氮量和施氮时期进行了研究。The amount and time of nitrogen application of bilinear of late rice were studied.

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通过引入双线性算子,经过等价变换得到用双线性导数表示的S-G方程。The nonlinear S-G equation is transformed and expressed by using bilinear operator.

仿真结果表明,这种双线性模型的近似精度比线性模型高得多。The validity of the bilinear model over the linear one is established via simulation.

通过线性插值和高阶拟合的方法,绘制出人体心脏各个时刻的等磁图。Three-dimensional MCG is plotted by the way of bilinear interpolation and higher fitting.

本文利用双线性对的性质构造了一种新的基于身份的群签名方案。In this paper, we propose a new ID-based group signature scheme based on the bilinear pairings.

研究具有二次型性能指标的离散时滞双线性系统最优控制问题。The paper studies the quadratic optimal control problem of discrete time delay bilinear systems.

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根据作动器的动力特性,提出液压伺服作动器阶跃响应的双线性简化模型。This paper introduces a bilinear step response model based on the basic dynamics of an actuator.

通过将荷载-挠度非线性曲线简化成二折线,建立了挠度的简化计算式。Formula of deflection is given by nonlinear load-deflection curve simplified as a bilinear curve.

本文介绍一个研究双线性滞后系统响应的实验装置。An experimental model for studying the dynamic response of bilinear hysteretic system is developed.

提出了双线性鞍点规划和多目标鞍点规划。Bilinear saddle point programming and multi-objective saddle point programming are brought forward.

疾病的发生率分别是标准发生率和双线性发生率。The incidence of infectious diseases are bilinear incidence and standard incidence in these models.

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对受到非平稳激励的双线性滞后结构给出了数值解。Numerical results are presented for the bilinear hysteretic structures to nonstationary excitations.

以双线性映射为工具,基于SDH假设,构造了两种基于ID的盲签名方案。In this paper, we propose two ID-based blind signatures based on SDH assumption from bilinear pairings.

其次,利用双线性对构造了一个新的无可信中心门限签名方案。Second, a new threshold signature scheme without a trusted party is presented by use of bilinear pairings.