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1. 发明授权

EP3211594B1 SEISMIC MODELING SYSTEM PROVIDING SEISMIC SURVEY DATA INPAINTING BASED UPON SUSPECT REGION BOUNDARY COMPARISONS AND RELATED METHODS 有权
公开(公告)号：EP3211594B1
公开(公告)日：2018-08-22
申请号：EP17000204.2
申请日：2017-02-08
申请人： Harris Corporation
发明人： Ascough, Jessica L. , Rahmes, Mark D. , Blue, Mark E.
IPC分类号： G06T5/00
CPC分类号： G01V1/282 , G06F17/13 , G06T5/005 , G06T2207/30181
摘要： A seismic modeling system may include a seismic model data storage device, and a processor cooperating with the seismic model data storage device to determine a first 3D boundary around a suspect region within a first seismic model spatial domain data set for a geological formation at a first time, and determine a second 3D boundary around the suspect region within a second seismic model spatial domain data set for the geological formation at a second time and after movement of the suspect region. The processor may also compare the second 3D boundary to the first 3D boundary to determine an overlapping portion where the first and second 3D boundary regions overlap, and at least one non-overlapping portion where the first and second 3D boundaries do not overlap, and inpaint the overlapping portion based upon the at least one non-overlapping portion.

2. 发明授权

EP2708884B1 DISTRIBUTION ANALYSIS DEVICE 有权转让
公开(公告)号：EP2708884B1
公开(公告)日：2018-07-11
申请号：EP12781659.3
申请日：2012-05-01
申请人： National University Corporation Kobe University
发明人： KIMURA, Kenjiro
IPC分类号： G01N27/72 , G01R33/09 , G01R33/10 , G01R33/12 , G06F17/13 , G01R33/00
CPC分类号： G01R33/10 , G01R33/0064 , G01R33/12 , G06F17/13
摘要： A distribution analysis device analyzes a distribution of a field having a property satisfying the Laplace equation, and includes: an obtainment unit (11) that obtains measurement data indicating the distribution of the field measured through a sensor sensing area, the sensor sensing area being an area that moves in a measurement area where the distribution of the field is measured and being an area in which the field is sensed as an aggregate; and a calculation unit (12) that calculates analysis data indicating the distribution of the field with a higher resolution than the measurement data, using an arithmetic expression that is obtained by deriving a solution of the Laplace equation using a boundary condition that an integral of the solution of the Laplace equation in a finite interval corresponding to a size of the sensor sensing area matches the measurement data.

3. 发明公开

EP3210141A1 METHOD TO IDENTIFY GENES UNDER POSITIVE SELECTION 审中-公开
标题翻译：在正选择下鉴定基因的方法
公开(公告)号：EP3210141A1
公开(公告)日：2017-08-30
申请号：EP15794379.6
申请日：2015-10-21
申请人： Baylor College of Medicine
发明人： LICHTARGE, Olivier , HSU, Teng-Kuei , KATSONIS, Panagiotis , KOIRE, Amanda Michele
IPC分类号： G06F19/14 , G06F19/18
CPC分类号： G06F19/18 , C40B30/02 , G06F17/13 , G06F19/14
摘要： A method and computer system for identifying genes associated with a phenotype includes obtaining data representing mutations in a cohort of subjects exhibiting a phenotype. An evolutionary action (EA) score is calculated for each mutation using the data obtained. For each gene in the cohort, respective distributions of the calculated EA scores are determined for mutations found in the gene. The determined distributions of EA scores are quantitatively compared within the cohort and with random distributions to establish comparison data. Based on the comparison data, distributions of EA scores are identified that are non-random, and linkage of each gene in the cohort to the phenotype is assessed based on the identified non-random distributions to identify genes associated with the phenotype. The phenotype can be a disease, such as cancer, and linkage of each gene in the cohort to the disease can be assessed to identify disease causing genes.
摘要翻译：用于鉴定与表型相关的基因的方法和计算机系统包括获得表示表现出表型的受试者队列中的突变的数据。使用获得的数据为每个突变计算进化行为（EA）分数。对于组群中的每个基因，对于在基因中发现的突变，确定计算EA评分的相应分布。在队列内定量比较确定的EA评分分布并随机分布以建立比较数据。基于比较数据，确定非随机EA分数的分布，并且基于鉴定的非随机分布评估队列中每个基因与表型的连锁，以鉴定与表型相关的基因。表型可以是疾病，例如癌症，并且可以评估人群中每个基因与疾病的连锁，以鉴定引起疾病的基因。

4. 发明公开

EP3193218A2 OPTIMIZATION-BASED CONTROL WITH OPEN MODELING ARCHITECTURE SYSTEMS AND METHODS 审中-公开
公开(公告)号：EP3193218A2
公开(公告)日：2017-07-19
申请号：EP17150266.9
申请日：2017-01-04
申请人： Rockwell Automation Technologies, Inc.
发明人： SAYYARRODSARI, Bijan , AXELRUD, Celso , LIANO, Kadir
IPC分类号： G05B13/04
CPC分类号： G05B19/41885 , G05B13/048 , G05B2219/32291 , G05B2219/39159 , G06F8/30 , G06F8/31 , G06F17/13
摘要： In one embodiment, a model predictive control system for an industrial process includes a processor to execute an optimization module to determine manipulated variables for the process over a control horizon based on simulations performed using an objective function with an optimized process model and to control the process using the manipulated variables, to execute model modules including mathematical representations of a response or parameters of the process. The implementation details of the model modules are hidden from and inaccessible to the optimization module. The processor executes unified access modules (UAM). A first UAM interfaces between a first subset of the model modules and the optimization module and adapts output of the first subset for the optimization module, and a second UAM interfaces between a second subset of the model modules and the first subset and adapts output of the second subset for the first subset.

5. 发明公开

EP2838040A1 ANALYSIS DEVICE, ANALYSIS METHOD AND ANALYSIS PROGRAM 审中-公开
标题翻译：分析装置，分析方法和分析程序
公开(公告)号：EP2838040A1
公开(公告)日：2015-02-18
申请号：EP12846477.3
申请日：2012-10-31
申请人： Osaka University
发明人： HAYASHI Shigehiro
IPC分类号： G06F17/50
CPC分类号： G06F17/5009 , G06F17/13 , G06F2217/16
摘要： The present invention enables calculation of a solution of a non-self-adjoint problem represented by simultaneous differential equations. An analysis device 10 includes: a setting unit 11 that sets an original differential operator of an analysis object and a boundary condition of variables; an adjoint boundary condition calculation unit 12 that calculates an adjoint boundary condition from the boundary condition; and a non-self-adjoint calculation unit 13 that calculates a primal differential operator and a dual differential operator from the original differential operator, and determines a primal eigenfunction and a dual eigenfunction by using primal simultaneous differential equations and dual simultaneous differential equations, as well as the boundary condition and the adjoint boundary condition, thereby calculating a solution of simultaneous differential equations.
摘要翻译：本发明能够计算由同时微分方程表示的非自伴问题的解。分析装置10具备：设定部11，其设定分析对象的原始的微分算子和变量的边界条件; 伴随边界条件计算单元12，其根据边界条件计算伴随边界条件; 以及非自伴随计算单元13，其从原始微分算子计算原微分算子和双微分算子，并且通过使用原始同时微分方程和双同时微分方程来确定原始本征函数和双特征函数作为边界条件和伴随边界条件，从而计算出联立微分方程的解。

6. 发明公开

EP2788933A1 MIXING OPTIMAL SOLUTIONS 审中-公开
标题翻译：混音理想解的上
公开(公告)号：EP2788933A1
公开(公告)日：2014-10-15
申请号：EP12859418.1
申请日：2012-12-05
申请人： International Business Machines Corporation
发明人： MOLL, Georges-Henri , NODET, Xavier
IPC分类号： G06Q10/04
CPC分类号： G06F17/12 , G06F17/11 , G06F17/13 , G06Q10/04
摘要： This invention relates to a method, system and computer program product for selecting an optimised solution in a computerised multiple-constraint problem space, comprising: receiving a linear function for optimization; receiving a set of constraints for the linear function; determining a first optimal solution for the linear function and initial constraints using linear programming solver; creating a new set of constrains using the first optimal solution as a constraint in addition to the initial constraints; creating a new quadratic function by adding a quadratic objective of slack variables to the linear function; and determining a solution to the quadratic function and new constraints using a quadratic programming solver.

7. 发明公开

EP2341447A3 Method for converting continuous system to Markov decision process 审中-公开
标题翻译：一种用于连续系统转换为Markov决策过程的过程
公开(公告)号：EP2341447A3
公开(公告)日：2013-01-30
申请号：EP10015889.8
申请日：2010-12-21
申请人： Mitsubishi Electric Corporation
发明人： Nikovski, Daniel
IPC分类号： G06F17/13 , G05B13/02
CPC分类号： G05B13/024 , G06F17/13
摘要： A continuous dynamical system is converted to a Markov decision process (MDP) with discrete states. A predetermined number of continuous states of the continuous system is selected, wherein each continuous state corresponds to one discrete state of the MDP. Delaunay triangulation is applied to the continuous states to produce a set of triangles, wherein vertices of each triangle represent the continuous states. For each discrete state, a next discrete state y = f ( x, a ) is determined, wherein x represents the continuous state corresponding to the discrete state, a is a control action, and f is a non-linear transition function for the continuous state. A particular triangle containing the next discrete state y is identified, and the next discrete state y is expressed as probabilities of transitioning to the discrete states corresponding to the continuous states x represented by the vertices of the particular triangle.

8. 发明公开

EP2533067A1 ELECTROMAGNETIC PERFORMANCE DETECTION METHOD FOR ORIENTED SILICON STEEL 有权
标题翻译： VERFAHREN ZUR ERKENNUNG EINER ELEKTROMAGNETISCHEN LEISTUNGFÜRORIENTIERTEN ALUMINIUMSTAHL
公开(公告)号：EP2533067A1
公开(公告)日：2012-12-12
申请号：EP11797513.6
申请日：2011-04-12
申请人： Baoshan Iron & Steel Co., Ltd.
发明人： WU, Meihong , JIN, Weizhong , SUN, Huande , YANG, Guohua , SHEN, Kanyi , HUANG, Jie , LI, Guobao
IPC分类号： G01R33/12 , G01N27/72
CPC分类号： G06F17/13 , G01N27/72 , G01R33/0064
摘要： A method for detecting electromagnetic property of oriented silicon steel, the method comprises: measuring Euler angles of each of crystal grains in a specimen by use of metallographic etch-pit method; calculating orientation deviation angle θ i (degree) of the crystal grain; combining area Si (mm 2 ) of the crystal grain and correction coefficient X of element Si (X=0.1~10T/degree); correcting on the basis of the magnetic property B 0 (saturation magnetic induction, T) of single-crystal material by using these parameters (θ i , S i , X), formula for correcting is

obtaining electromagnetic property B 8 of the oriented silicon steel by the above calculations. The present invention can implement detection of electromagnetic property of a specimen under the circumstances that there is no magnetism measuring device or that magnetism measuring devices cannot be used due to reasons such as weight and size of the specimen being too small or surface quality of the specimen being poor.
摘要翻译：一种检测取向硅钢的电磁特性的方法，该方法包括：使用金相蚀刻法测量样品中每个晶粒的欧拉角; 计算晶粒的取向偏差角度¸i（度）; 将晶粒的面积Si（mm 2）和元素Si的校正系数X（X = 0.1〜10T /度）组合; 通过使用这些参数（¸i，S i，X），基于单晶材料的磁特性B 0（饱和磁感应，T）进行校正，校正公式是获得取向硅钢的电磁特性B 8 通过上述计算。本发明可以在没有磁测量装置的情况下实现试样的电磁特性，或由于试样的重量和尺寸或试样的表面质量等原因，不能使用磁测量装置穷人

9. 发明公开

EP2517128A1 VERFAHREN ZUR ECHTZEITBERECHNUNG DER ZUSTANDSGRÖSSEN EINES HYBRIDEN DIFFERENTIAL-ALGEBRAISCHEN PROZESSMODELLS 有权
标题翻译：方式，一种是混合微分代数模型的过程变量的实时计算
公开(公告)号：EP2517128A1
公开(公告)日：2012-10-31
申请号：EP10788231.8
申请日：2010-10-06
申请人： Art Systems Software GmbH
发明人： CURATOLO, Daniel , HOFFMANN, Marcus , STEIN, Benno
IPC分类号： G06F17/50 , G06F17/13
CPC分类号： G06F17/50 , G06F17/13
摘要： The invention describes and illustrates a method for calculating the state variables of a hybrid differential-algebraic process model (DAP) in real time in successive time steps on a process computer having a process interface, wherein the process computer is set up in such a manner that at least one process variable of a physical process can be recorded and/or an output variable for influencing the physical process can be output by the process computer via the process interface, wherein the hybrid DAP is solved at least by an integrator functionality, a condition evaluation functionality and, if a change in conditions is identified, by a consistency detection functionality for structural decision variables, and parts of the hybrid DAP are effective or ineffective on the basis of structural decision variables.

10. 发明公开

EP2339491A4 ELECTRON STATE CALCULATING METHOD, ELECTRON STATE CALCULATING DEVICE, COMPUTER PROGRAM AND RECORDING MEDIUM 审中-公开
标题翻译：方法电子状态，装置的计算电子状态，计算机程序和记录介质的计算
公开(公告)号：EP2339491A4
公开(公告)日：2012-02-29
申请号：EP09809598
申请日：2009-08-28
申请人： UNIV OSAKA
发明人： KUSAKABE KOICHI
IPC分类号： G06F19/00
CPC分类号： G06F19/701 , G06F17/10 , G06F17/13 , G06F17/5009 , G06F19/16

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