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11. 发明申请

US20130247211A1 AUTHORITY CHANGING DEVICE, GENERATING DEVICE, AND COMPUTER PROGRAM PRODUCT 有权
标题翻译：授权更改设备，生成设备和计算机程序产品
公开(公告)号：US20130247211A1
公开(公告)日：2013-09-19
申请号：US13729372
申请日：2012-12-28
申请人： Kenichiro FURUTA , Satoshi ITO , Haruhiko TOYAMA , Hiroshi ISOZAKI , Toshiaki ASANO
发明人： Kenichiro FURUTA , Satoshi ITO , Haruhiko TOYAMA , Hiroshi ISOZAKI , Toshiaki ASANO
IPC分类号： G06F21/60
CPC分类号： G06F21/604
摘要： According to an embodiment, an authority changing device includes a first determiner, a second determiner, and a changing unit. A first authority is defined by a first combination of first to third item values, and a second authority is defined by a second combination of the fourth to sixth item values. The first determiner uses a logical expression to determine whether the change from the first authority to the second authority is possible, not possible, or unknown. The second determiner uses a first table to determine the availability of change from the first authority to the second authority when the availability of the change is determined to be unknown. The changing unit changes the first authority to the second authority when the change is determined to be possible.
摘要翻译：根据实施例，权限改变装置包括第一确定器，第二确定器和改变单元。第一权限由第一至第三项目值的第一组合定义，第二权限由第四至第六项目值的第二组合定义。第一个确定器使用逻辑表达式来确定从第一个权限到第二个权限的更改是可能的，不可能的还是未知的。第二个确定者使用第一个表来确定当更改的可用性被确定为未知时，从第一个权限到第二个权限的更改的可用性。当更改被确定为可能时，更改单元将第一个权限更改为第二个权限。

12. 发明申请

US20100063986A1 COMPUTING DEVICE, METHOD, AND COMPUTER PROGRAM PRODUCT 有权
标题翻译：计算设备，方法和计算机程序产品
公开(公告)号：US20100063986A1
公开(公告)日：2010-03-11
申请号：US12393558
申请日：2009-02-26
申请人： Tomoko YONEMURA , Hirofumi MURATANI , Atsushi SHIMBO , Kenji OHKUMA , Taichi ISOGAI , Yuichi KOMANO , Kenichiro FURUTA , Yoshikazu HANATANI
发明人： Tomoko YONEMURA , Hirofumi MURATANI , Atsushi SHIMBO , Kenji OHKUMA , Taichi ISOGAI , Yuichi KOMANO , Kenichiro FURUTA , Yoshikazu HANATANI
IPC分类号： G06F17/10 , G06F7/38 , G06F7/52 , G06F7/50 , H04L9/28
CPC分类号： G06F17/10 , G06F7/724
摘要： In a computing device that calculates a square of an element in a finite field, a vector representation of the element in the finite field is accepted. The vector representation includes a plurality of elements. The computing device performs a multiplication operation on a base field using the accepted elements, and obtains a multiplication value. The multiplication operation is determined by a condition under which the element in the finite field is placed in an algebraic torus. The computing device performs an addition and subtraction operation using the obtained multiplication value and the accepted elements, and obtains a calculation result of the square of the element. The addition and subtraction operation is determined by the condition. The computing device then outputs the calculation result.
摘要翻译：在计算有限域中的元素的平方的计算设备中，接受有限域中元素的向量表示。向量表示包括多个元素。计算装置使用接受的元素对基地区进行乘法运算，得到乘法值。乘法运算由有限域内的元素置于代数圆环中的条件决定。计算装置使用所获得的乘法值和可接受的元素进行加减运算，并获得元素的平方的计算结果。加法和减法操作由条件确定。计算装置然后输出计算结果。

13. 发明申请

US20100049777A1 REPRESENTATION CONVERTING APPARATUS, ARITHMETIC APPARATUS, REPRESENTATION CONVERTING METHOD, AND COMPUTER PROGRAM PRODUCT 失效
标题翻译：代表转换装置，算术装置，代表转换方法和计算机程序产品
公开(公告)号：US20100049777A1
公开(公告)日：2010-02-25
申请号：US12397648
申请日：2009-03-04
申请人： Tomoko Yonemura , Hirofumi Muratani , Kenji Ohkuma , Hanae Ikeda , Taichi Isogai , Kenichiro Furuta , Yoshikazu Hanatani
发明人： Tomoko Yonemura , Hirofumi Muratani , Kenji Ohkuma , Hanae Ikeda , Taichi Isogai , Kenichiro Furuta , Yoshikazu Hanatani
IPC分类号： G06F17/10
CPC分类号： G06F17/10
摘要： When converting an affine representation representing a 2r-th degree algebraic torus T2r(Fq) (r is a prime number, and q is an integer) to a projective representation representing a quadratic algebraic torus T2(Fq̂r), a representation converting apparatus acquires member (c0,c1, . . . ,cr−2), (ci is a member of a finite field Fq, where 0≦i≦r−2) of a 2r-th degree algebraic torus T2r(Fq) represented by the affine representation. The apparatus performs a multiplication operation on the acquired member. The multiplication operation is determined by a condition under which a member of a quadratic algebraic torus T2(Fq̂r) is included in the 2r-th degree algebraic torus T2r(Fq), a modulus and a base of a quadratic extension, and a modulus and a base of an r-th degree extension. The representation converting apparatus then performs an addition and subtraction operation determined by the condition, the moduli, and the bases.
摘要翻译：当代表二次代数圆环T2（Fqr）的投影表示转换代表二阶代数圆环T2r（Fq）（r是素数，q是整数）的仿射表示时，表示转换装置获取成员（c0，c1，...，cr-2），（ci是有限域Fq的成员，其中0和nlE; i＆nlE; r-2）由仿射表示的2r代数圆环T2r（Fq）表示。该装置对获取的成员进行乘法运算。乘法运算由二次代数圆环T2（Fqr）的成员包含在第二级代数圆环T2r（Fq）中的条件，二次扩展的模数和基数以及模数和一个r度延伸的基础。然后，表示转换装置执行由条件，模数和基数确定的加法和减法运算。

14. 发明授权

US10822471B2 Friction drive belt 有权
公开(公告)号：US10822471B2
公开(公告)日：2020-11-03
申请号：US13202414
申请日：2010-02-24
申请人： Shinji Takahashi , Kenichiro Furuta , Hiroyuki Shiriike , Tomoyuki Yamada , Hiroyuki Tachibana
发明人： Shinji Takahashi , Kenichiro Furuta , Hiroyuki Shiriike , Tomoyuki Yamada , Hiroyuki Tachibana
IPC分类号： F16G1/06 , C08K3/34 , C08L23/16 , F16G5/20 , C08L77/00 , C08K3/26 , C08K7/26 , C08K5/04 , C08K3/06 , C08L91/00
摘要： A friction drive belt (B) includes a belt body (10) that is wrapped around pulleys in contact therewith to transmit power. At least a pulley contact portion (15) of the belt main body (10) is made of a rubber composition containing 30-80 parts by mass of at least one layered silicate selected from a smectite group and a vermiculite group, per 100 parts by mass of raw rubber containing an ethylene-α-olefin elastomer.

15. 发明申请

US20130166080A1 INFORMATION PROCESSING DEVICE AND POWER USE ADJUSTMENT SYSTEM 有权
标题翻译：信息处理设备和电力使用调整系统
公开(公告)号：US20130166080A1
公开(公告)日：2013-06-27
申请号：US13728363
申请日：2012-12-27
申请人： Kenichiro Furuta , Yuichi Komano , Shinji Yamanaka , Satoshi Ito , Hideyuki Aisu , Tomoshi Otsuki , Masatake Sakuma , Taichi Isogai
发明人： Kenichiro Furuta , Yuichi Komano , Shinji Yamanaka , Satoshi Ito , Hideyuki Aisu , Tomoshi Otsuki , Masatake Sakuma , Taichi Isogai
IPC分类号： G05B13/02
CPC分类号： G05B13/02 , G05B15/02 , G05B2219/163 , G05B2219/2642 , G06Q10/0631 , H04L9/008 , Y04S20/222 , Y04S20/30 , Y04S40/24
摘要： An example information processing device includes first and second receiving units, a deciding unit, and first and second transmitting units. The first receiving unit receives adjustment limit information from a plurality of first external devices. The deciding unit determines adjustment rules on the basis of the adjustment limit information. The first transmitting unit transmits the adjustment rules to second and third external devices. The second receiving unit receives determination information from a fourth external device. The second transmitting unit transmits the adjustment rules to the first external devices when integrated schedule information satisfies a condition. When the integrated schedule information does not satisfy the condition, the deciding unit changes the adjustment rules. When the deciding unit has changed the adjustment rules, the first transmitting unit transmits new adjustment rules to the second and third external devices.
摘要翻译：示例性信息处理设备包括第一和第二接收单元，判定单元以及第一和第二发送单元。第一接收单元从多个第一外部设备接收调整限制信息。决定单元基于调整限制信息来确定调整规则。第一发送单元将调整规则发送到第二和第三外部设备。第二接收单元从第四外部设备接收确定信息。当综合调度信息满足条件时，第二发送单元将调整规则发送到第一外部设备。当综合进度信息不满足条件时，决定单元改变调整规则。当决定单元改变了调整规则时，第一发送单元向第二和第三外部设备发送新的调整规则。

16. 发明申请

US20120239721A1 ARITHMETIC DEVICE, METHOD, AND PROGRAM PRODUCT 有权
标题翻译：算术设备，方法和程序产品
公开(公告)号：US20120239721A1
公开(公告)日：2012-09-20
申请号：US13422018
申请日：2012-03-16
申请人： Taichi ISOGAI , Kenichiro Furuta , Hirofumi Muratani , Kenji Ohkuma , Tomoko Yonemura , Yoshikazu Hanatani , Atsushi Shimbo , Hanae Ikeda , Yuichi Komano
发明人： Taichi ISOGAI , Kenichiro Furuta , Hirofumi Muratani , Kenji Ohkuma , Tomoko Yonemura , Yoshikazu Hanatani , Atsushi Shimbo , Hanae Ikeda , Yuichi Komano
IPC分类号： G06F7/52
CPC分类号： H04L9/003 , G06F7/725 , H04L9/3013
摘要： An arithmetic device includes an input unit inputting data that are elements of a group; a converting unit is configured, when the input data are in a second representation, to convert the input data into a first representation and to perform arithmetic operation on the converted first representation using an operand in the first representation in which at least one subcomponent is a zero element to convert the converted first representation into first converted data expressed in the first representation, and when the input data are in the first representation, to perform arithmetic operation on the input data using the operand in the first representation in which at least one subcomponent is a zero element to convert the input data into second converted data expressed in the first representation; and an operating unit that performs arithmetic processing on the first or the second converted data using secret information.
摘要翻译：运算装置包括输入单元，输入作为组的要素的数据; 配置转换单元，当输入数据处于第二表示时，将输入数据转换为第一表示，并且使用第一表示中的操作数对转换的第一表示执行算术运算，其中至少一个子组件是零元素以将转换后的第一表示转换为以第一表示表示的第一转换数据，以及当输入数据处于第一表示时，使用第一表示中的操作数对输入数据执行算术运算，其中至少一个子组件是将输入数据转换成以第一表示表示的第二转换数据的零元素; 以及操作单元，其使用秘密信息对所述第一或第二转换数据执行算术处理。

17. 发明授权

US08233616B2 Apparatus and computer program product for performing data compression processing using algebraic torus 有权
标题翻译：用于使用代数环面进行数据压缩处理的装置和计算机程序产品
公开(公告)号：US08233616B2
公开(公告)日：2012-07-31
申请号：US12406473
申请日：2009-03-18
申请人： Hirofumi Muratani , Tomoko Yonemura , Atsushi Shimbo , Kenji Ohkuma , Taichi Isogai , Yuichi Komano , Kenichiro Furuta , Yoshikazu Hanatani , Hanae Ikeda
发明人： Hirofumi Muratani , Tomoko Yonemura , Atsushi Shimbo , Kenji Ohkuma , Taichi Isogai , Yuichi Komano , Kenichiro Furuta , Yoshikazu Hanatani , Hanae Ikeda
IPC分类号： H04L1/00
CPC分类号： H04L9/3013 , H04L2209/30
摘要： An encryption processing unit executes an arithmetic operation decided in advance and outputs an arithmetic result as an element on an algebraic torus. A compressing unit outputs, when the arithmetic result is an exceptional point representing an element on the algebraic torus that cannot be compressed by a compression map for compressing an element on the algebraic torus into affine representation, a compression result obtained by compressing the arithmetic result according to the compression map and outputs, when the arithmetic result is the exceptional point, an element belonging to a specific set decided in advance that does not overlap a set to which a compression result obtained by compressing the arithmetic result, which is not the exceptional point, belongs.
摘要翻译：加密处理单元执行预先决定的算术运算，并将运算结果作为代数圆环上的元素输出。压缩单元输出当运算结果为代表代数环面上的元素的异常点时，压缩图不能被压缩图压缩成代数圆环上的元素，成为仿射表示，压缩结果按照并且当算术结果为异常点时，输出属于预先确定的特定集合的元素，该元素不与通过压缩算术结果而获得的压缩结果的集合重叠，该算法结果不是例外，属于。

18. 发明申请

US20100046741A1 APPARATUS, METHOD, AND COMPUTER PROGRAM PRODUCT FOR DECRYPTING, AND APPARATUS, METHOD, AND COMPUTER PROGRAM PRODUCT FOR ENCRYPTING 审中-公开
标题翻译：装置，方法和用于分解的计算机程序产品，以及加密的装置，方法和计算机程序产品
公开(公告)号：US20100046741A1
公开(公告)日：2010-02-25
申请号：US12390732
申请日：2009-02-23
申请人： Taichi ISOGAI , Tomoko YONEMURA , Hirofumi MURATANI , Atsushi SHIMBO , Kenji OHKUMA , Yuichi KOMANO , Kenichiro FURUTA , Yoshikazu HANATANI
发明人： Taichi ISOGAI , Tomoko YONEMURA , Hirofumi MURATANI , Atsushi SHIMBO , Kenji OHKUMA , Yuichi KOMANO , Kenichiro FURUTA , Yoshikazu HANATANI
IPC分类号： H04L9/28
CPC分类号： H04L9/3013 , H04L2209/30
摘要： An input unit inputs encrypted data that elements of a subgroup and expressed in an affine representation. A transforming unit transforms the inputted encrypted data into projective representation data expressed in a projective representation. A plain data calculating unit subjects the projective representation data to a decrypting process previously defined by a cryptosystem, thereby calculating plain data expressed in the projective representation.
摘要翻译：输入单元输入加密数据，该数据是子组的元素并以仿射表示表示。变换单元将输入的加密数据转换成以投影表示形式表示的投影表示数据。平原数据计算单元使投影表示数据进行先前由密码系统定义的解密处理，从而计算以投影表示形式表示的简单数据。

19. 发明授权

US08438205B2 Exponentiation calculation apparatus and method for calculating square root in finite extension field 有权
公开(公告)号：US08438205B2
公开(公告)日：2013-05-07
申请号：US12393558
申请日：2009-02-26
申请人： Tomoko Yonemura , Hirofumi Muratani , Atsushi Shimbo , Kenji Ohkuma , Taichi Isogai , Yuichi Komano , Kenichiro Furuta , Yoshikazu Hanatani
发明人： Tomoko Yonemura , Hirofumi Muratani , Atsushi Shimbo , Kenji Ohkuma , Taichi Isogai , Yuichi Komano , Kenichiro Furuta , Yoshikazu Hanatani
IPC分类号： G06F17/10 , G06F7/38 , G06F7/52 , G06F7/50 , H04L9/28
CPC分类号： G06F17/10 , G06F7/724
摘要： In a computing device that calculates a square of an element in a finite field, a vector representation of the element in the finite field is accepted. The vector representation includes a plurality of elements. The computing device performs a multiplication operation on a base field using the accepted elements, and obtains a multiplication value. The multiplication operation is determined by a condition under which the element in the finite field is placed in an algebraic torus. The computing device performs an addition and subtraction operation using the obtained multiplication value and the accepted elements, and obtains a calculation result of the square of the element. The addition and subtraction operation is determined by the condition. The computing device then outputs the calculation result.

20. 发明申请

US20120124114A1 ARITHMETIC DEVICE 失效
标题翻译：算术设备
公开(公告)号：US20120124114A1
公开(公告)日：2012-05-17
申请号：US13355642
申请日：2012-01-23
申请人： Tomoko YONEMURA , Taichi ISOGAI , Hirofumi MURATANI , Atsushi SHIMBO , Yoshikazu HANATANI , Kenichiro FURUTA , Kenji OHKUMA , Yuichi KOMANO , Hanae IKEDA
发明人： Tomoko YONEMURA , Taichi ISOGAI , Hirofumi MURATANI , Atsushi SHIMBO , Yoshikazu HANATANI , Kenichiro FURUTA , Kenji OHKUMA , Yuichi KOMANO , Hanae IKEDA
IPC分类号： G06F7/00
CPC分类号： H04L9/3073
摘要： According to one embodiment, a representation converting unit converts a set of n elements (h0, h1, . . . , hn−1) (hi: a member of a finite field Fp̂m, 0≦i≦n−1) that is a projective representation of a member g of an n-th degree algebraic torus Tn(Fp̂m) (n: positive integer, p: prime number, m: positive integer) into a limited projected representation expressed by a set of n elements (h′0, h′1, . . . , h′n−1) (h′i: a member of the finite field Fp̂m, 0≦i≦n−1) in which at least one element out of the n elements is a zero element 0 or an identity element 1. An arithmetic unit omits part of Fp̂m operation that is arithmetic operation in the finite field Fp̂m based on a fact that an element in the set of n elements (h′0, h′1, . . . , h′n−1) represented by the limited projective representation is a zero element “0” or an identity element “1” when performing Fp̂mn operation that is arithmetic operation of a finite field Fp̂mn in combination with the Fp̂m operation.
摘要翻译：根据一个实施例，表示转换单元将一组n个元素（h0，h1，...，hn-1）（hi：有限域Fpm，0＆nlE; i＆nlE; n-1的成员）由n个元素（h'0）表示的有限投影表示中的n次代数圆环Tn（Fpm）（n：正整数，p：素数，m：正整数）的成员g的投影表示，h'1，...，h'n-1）（h'i：有限域Fpm，0＆nlE; i＆nlE; n-1的成员），其中n个元素中的至少一个元素为零元素0或身份元素1.运算单元基于以下事实省略了在有限域Fpm中的算术运算的Fpm运算的一部分：n个元素（h'0，h'1，...，，由有限的投影表示表示的h'n-1是在组合中执行有限域Fpmn的算术运算的Fpmn运算时的零元素“0”或单位元素“1” 随着Fpm操作。

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