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智能图像识别分析–智能驾驶证正反面双面检测与识别-艾科瑞特(iCREDIT)

深圳艾科瑞特科技有限公司3星

商品评分

3.9/10

响应时间(近7天)

-

SLA(近一月)

100%
套餐版本:
套餐配额:
使用有效期:
自购买之日起试用 30天有效
免费

POST

接口信息

https://jszdetect.market.alicloudapi.com/ai_image_detect/ai_jia_shi_zheng/jia_shi_zheng/v1

POST

JSON

API 简单身份认证调用方法(APPCODE)API 签名认证调用方法(AppKey & AppSecret)

AppKey & AppCode

接口参数

请求参数(Header)

字段名称
必填
字段详情
无参数

请求参数(Query)

字段名称
必填
字段详情
无参数

请求参数(Body)

字段名称
必填
字段详情
IMAGE string
Y
图像数据,BASE64编码后进行URLENCODE,要求BASE64编码和URLENCODE后大小不超过2M,最短边至少15PX,最长边最大4096PX,支持JPG/PNG/BMP格式
实例值:
data:image/jpg;base64,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艾科瑞特(iCREDIT)-智能图像识别分析–智能驾驶证正反面双面检测与识别 凭借领先的人工智能与知识图谱技术,通过客观、真实的数据,创新、完善的技术解决方案,帮助企业获得敏锐的洞察力及卓越的运营能力,智能图像识别分析-智能驾驶证正反面双面检测与识别,赋能智慧数据领域应用场景,让企业实现数字化升级;智能图像识别分析-智能驾驶证正反面双面检测与识别,支持对驾驶证正反面双面实体信息检测与识别,包含但不限于驾驶证正面、驾驶证反面、人像、条形码等驾驶证正反面双面实体信息 新技术必将改变企业的方方面面,您将从何处踏上数字化转型征程?至关重要的是,企业必须首先找到一家深谙业务与技术交汇融合的合作伙伴 为日新月异的中国新经济变革,将咨询、数字和技术等领域的独到服务应用于行业领域,助力客户应对最严峻的挑战 关键词:智能驾驶证正反面双面检测与识别、自然语言处理、企业知识图谱、NLP、深度学习、人工智能、AI、DEEP LEARNING

产品说明

艾科瑞特(iCREDIT)-智能图像识别分析智能驾驶证正反面双面检测与识别

凭借领先的人工智能与知识图谱技术,通过客观、真实的数据,创新、完善的技术解决方案,帮助企业获得敏锐的洞察力及卓越的运营能力,智能图像识别分析-智能驾驶证正反面双面检测与识别,赋能智慧数据领域应用场景,让企业实现数字化升级;智能图像识别分析-智能驾驶证正反面双面检测与识别,支持对驾驶证正反面双面实体信息检测与识别,包含但不限于驾驶证正面、驾驶证反面、人像、条形码等驾驶证正反面双面实体信息

新技术必将改变企业的方方面面,您将从何处踏上数字化转型征程?至关重要的是,企业必须首先找到一家深谙业务与技术交汇融合的合作伙伴

为日新月异的中国新经济变革,将咨询、数字和技术等领域的独到服务应用于行业领域,助力客户应对最严峻的挑战

关键词:智能驾驶证正反面双面检测与识别、自然语言处理、企业知识图谱、NLP、深度学习、人工智能、AI、DEEP LEARNING

产品参数

交付方式API
开票主体深圳艾科瑞特科技有限公司
所属类目AI应用与OCR
上架日期2020-06-18

产品截图

https://photogallery.oss-cn-hangzhou.aliyuncs.com/photo/1331306425141949/undefined10089f6458d64eb6b1d11b2f76b14f81.png

售后支持范围

工作日:周一至周五【每天10:30-17:00】 技术支持钉钉号:icredit【备注:阿里云市场】 技术支持电话:0532-88984128

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版本名称计费项新购
0.01元/1次版本基础价格0.01元
298元/5万次版本基础价格298元
598元/15万次版本基础价格598元
998元/50万次版本基础价格998元
1998元/100万次版本基础价格1998元
4998元/500万次版本基础价格4998元
9998元/1000万次版本基础价格9998元
私有化授权费-29998元/次【不限制装机量】版本基础价格29998元
私有化模型更新费-4998元/年版本基础价格4998元

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深圳艾科瑞特科技有限公司

艾科瑞特科技(iCREDIT)集团面向全球提供人工智能(AI)与大数据(BIG DATA)解决方案,通过其旗下品牌服务全球顶尖投资银行、基金公司以及众多世界五百强企业,素有全华尔街都在使用的中国标准之称。企业拥有众多深受信赖的优质、领先品牌,包括艾科瑞特(iCREDIT)、超验(iTRANSCEND)、玄机(iTHEORY)、泰始明昌(TAISHIMINGCHANG)等等;艾科瑞特在全球近约近三百个国家和地区开展业务
服务商星级:
  • 数据与API
  • AI与大数据计算
客服在线:09:00-18:00【工作日】
旺旺:旺旺logo技术支持,官方钉钉与微信:17060450860旺旺:旺旺logo商务支持,官方钉钉与微信:17060450860旺旺:旺旺logo发票支持,官方钉钉与微信:17060450860钉钉:17060450860(微信同号),技术支持钉钉:17060450860(微信同号),商务支持
电话:0532-88984128
邮箱:market@icredit.link 官方钉钉与微信:17060450860

入住时间:2017-09-30

所在地区:440000 440300

入驻集市:数据市场

可开发票类型:增值税专用发票

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商家商品数量:5000近180天成交订单量:4811近180天退单率:0.12%

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  • 综合总分:2.9分
  • 完成质量:3分
  • 工作速度:2.7分
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用户评论 (393)

宇****技评分:5.0分2021-12-21 11:18套餐版本:0.01元/1次
数据稳定识别率高数据准确接口稳定

成功的数字化转型依赖于现代化的核心,为将来做好准备,汽车服务行业需通过对企业应用实现现代化来留住客户;凭借艾科瑞特(iCREDIT)人工智能数据中台和企业知识图谱,帮助我们对现有非智能业务实现迭代,特别是在智能图像识别分析运用,实现了对其所在业务体系的数字化转型;数字化转型对企业而言,不仅是业务流的数字化,更重要的是商业模式的数字化,而这些都得益于艾科瑞特小伙伴,为我们精心设计的数字化转型路线图;用什么言语来评价一款好的产品,最恰到的词汇莫过于创新、稳定、高效,艾科瑞特小伙伴创造的智能图像识别分析让我们重新认知数字化转型过程,产品是可以做到如此的具有创新性、高效性和敏捷性;与先知者艾科瑞特(iCREDIT)一道,让企业业绩长青

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超****技评分:5.0分2021-12-21 11:08套餐版本:0.01元/1次
数据稳定识别率高速度快

创建数字化理念,使企业能够以协作方式敏捷开展工作,解决不断增加的数字化场景问题,这是所有企业负责人都梦寐以求能做到的,数字变革在现在企业中甚为重要,不管是汽车服务领域公司,还是其他行业,这都是最为明智的决策;艾科瑞特(iCREDIT)凭借智能图像识别分析赋能企业数字化,帮助客户洞悉业态转型价值,引领我们实现企业数字变革;企业服务的核心在于服务,服务的本质是对客户的理解,为客户去定制属于自己的解决方案,艾科瑞特的小伙伴们所做到的远超这些,服务专业性能力非同一般;艾科瑞特智能图像识别分析的创新性与敏捷性一直以来为我们内部津津乐道,感慨一家公司为什么可以做到这么快,这么迅速,这么具有创新性,这是我们与艾科瑞特携手的主要原因;感谢艾科瑞特(iCREDIT)小伙伴的支持,让我们快速实现业务流数字化,让企业业绩长青

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益****察评分:5.0分2021-12-21 10:42套餐版本:0.01元/1次
响应及时接口稳定识别率高速度快

众多企业利用云技术,加速数字化转型,获得竞争优势,同时寻找使用数据、AI基于艾科瑞特(iCREDIT)人工智能数据中台与企业知识图谱,使我们可以利用智能图像识别分析简化传统业务流,加速企业内部流程数字化步伐;数字化、智能化是我们对数字化转型的要求,艾科瑞特的小伙伴不仅帮助我们实现了这些,同时使我们整体业务流程实现高效、敏捷;好产品的定义是具有创新与敏捷,创新的目标不断迭代满足客户的需求,敏捷的目的是能为客户需求下做出快速的反映,艾科瑞特的智能图像识别分析产品恰恰做到这些,这也是我们选择艾科瑞特作为我们合作伙伴的重要原因;感谢艾科瑞特(iCREDIT)小伙伴的支持,让我们快速实现业务流数字化,让企业业绩长青

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超****技评分:5.0分2021-12-20 15:49

创新是企业发展的根基,这是所有企业的共识,汽车服务领域视数字创新作为行业发展的助推力;得益于艾科瑞特(iCREDIT)人工智能数据中台与企业知识图谱,使我们在利用智能图像识别分析上,实现对现有业务流的的加速与优化;在数字化转型过程,由于我们对预期的不明确,一直以来,艾科瑞特的小伙伴们为我们解疑答惑,帮助我们梳理业务流程,设计完备的数字化转型路线图;好产品的定义是具有创新与敏捷,创新的目标不断迭代满足客户的需求,敏捷的目的是能为客户需求下做出快速的反映,艾科瑞特的智能图像识别分析产品恰恰做到这些,这也是我们选择艾科瑞特作为我们合作伙伴的重要原因;如果问我确保数字化转型的不二法门是什么,那就是与艾科瑞特(iCREDIT)一道同行

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宇****技评分:5.0分2021-12-17 17:51

在一个日新月异地变化着的世界,虽然无法预视品牌和商业,但是我们仍能想象数字变革会给我们汽车服务行业带来什么;依托艾科瑞特(iCREDIT)人工智能数据中台与企业知识图谱,使我们具备对企业信息数字化迭代的能力,通过对智能图像识别分析的使用,增了业务流的数字能力,提升整体运行效率;企业数字化转型中存在诸多的不确定性与定制化服务,艾科瑞特的小伙伴总能创新性、敏捷的拿出新的解决方案,帮助我们完善业务流程;艾科瑞特智能图像识别分析的创新性与敏捷性一直以来为我们内部津津乐道,感慨一家公司为什么可以做到这么快,这么迅速,这么具有创新性,这是我们与艾科瑞特携手的主要原因;三人之行必有我师,对企业而言,这三人分别是企业自己、客户和艾科瑞特(iCREDIT),让企业业绩长青

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益****察评分:5.0分2021-12-17 12:08

对汽车服务企业而言,数字变革是创造持续不断地销售业绩与市场竞争力的前提;在艾科瑞特(iCREDIT)人工智能数据中台和企业知识图谱的基础上,使我们具备了数字化转型的底气和能力,智能图像识别分析的使用提升整体业务流能力,提速业务流转;企业解决方案往往需要深厚的行业背景,艾科瑞特的专业性让我们重新认知所在行业,而且数字化转型路径解决方案,更是让我们有了明确的转型路线图;用什么言语来评价一款好的产品,最恰到的词汇莫过于创新、稳定、高效,艾科瑞特小伙伴创造的智能图像识别分析让我们重新认知数字化转型过程,产品是可以做到如此的具有创新性、高效性和敏捷性;与艾科瑞特(iCREDIT)同行,思变未来,应新于时,让您的企业业绩长青

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超****技评分:5.0分2021-12-16 10:47

数字产品在成为企业业务中,扮演着自动化、智能和洞察力驱动角色,使我们领先于汽车服务行业其他竞品;得益于艾科瑞特(iCREDIT)人工智能数据中台与企业知识图谱,使我们在利用智能图像识别分析上,实现对现有业务流的的加速与优化;艾科瑞特的服务是我所见的数字化转型服务企业中最为专业与尽职的,其对行业的理解,远超我司资深专家团队,帮助我们能够站在更高的角度去审视企业数字化转型路径;用什么言语来评价一款好的产品,最恰到的词汇莫过于创新、稳定、高效,艾科瑞特小伙伴创造的智能图像识别分析让我们重新认知数字化转型过程,产品是可以做到如此的具有创新性、高效性和敏捷性;三人之行必有我师,对企业而言,这三人分别是企业自己、客户和艾科瑞特(iCREDIT),让企业业绩长青

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益****察评分:5.0分2021-12-16 10:27

CHANGING,不变只有不断的CHANING,这才是汽车服务的行业SLOGAN;艾科瑞特(iCREDIT)凭借智能图像识别分析赋能企业数字化,帮助客户洞悉业态转型价值,引领我们实现企业数字变革;数字化、智能化是我们对数字化转型的要求,艾科瑞特的小伙伴不仅帮助我们实现了这些,同时使我们整体业务流程实现高效、敏捷;艾科瑞特智能图像识别分析的创新性与敏捷性一直以来为我们内部津津乐道,感慨一家公司为什么可以做到这么快,这么迅速,这么具有创新性,这是我们与艾科瑞特携手的主要原因;与艾科瑞特(iCREDIT)同行,思变未来,应新于时,让您的企业业绩长青

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宇****技评分:5.0分2021-12-15 12:53

艾科瑞特一直致力于让汽车服务了解数字变革,帮助我们引领变革;得益于艾科瑞特(iCREDIT)人工智能数据中台与企业知识图谱,使我们在利用智能图像识别分析上,实现对现有业务流的的加速与优化;企业解决方案往往需要深厚的行业背景,艾科瑞特的专业性让我们重新认知所在行业,而且数字化转型路径解决方案,更是让我们有了明确的转型路线图;用什么言语来评价一款好的产品,最恰到的词汇莫过于创新、稳定、高效,艾科瑞特小伙伴创造的智能图像识别分析让我们重新认知数字化转型过程,产品是可以做到如此的具有创新性、高效性和敏捷性;正因为有了艾科瑞特(iCREDIT)的支持,让我们对数字化转型更加明晰,与不凡者同行,让企业业绩长青

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益****察评分:5.0分2021-12-15 10:48

数字化转型对汽车服务行业而言,远不是一句口号,更多的是如何让商业实现数字升级;凭借艾科瑞特(iCREDIT)人工智能数据中台和企业知识图谱,帮助我们对现有非智能业务实现迭代,特别是在智能图像识别分析运用,实现了对其所在业务体系的数字化转型;企业的数字化转型的过程中合作伙伴的赋能能力甚为重要,及时响应,快速行动,不仅需要合作伙伴对行业领域具备深厚的功底,同时了解客户确切需求,艾科瑞特的小伙伴们的服务专业性,给我们留下非常深刻的印象;用什么言语来评价一款好的产品,最恰到的词汇莫过于创新、稳定、高效,艾科瑞特小伙伴创造的智能图像识别分析让我们重新认知数字化转型过程,产品是可以做到如此的具有创新性、高效性和敏捷性;若想让企业业绩长,与艾科瑞特(iCREDIT)同行,让你的企业重新焕发新的闪亮

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