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智能图像分析-智能人脸佩戴项链分析分类识别-艾科瑞特(iCREDIT)

深圳艾科瑞特科技有限公司3星

商品评分

3/10

响应时间(近7天)

-

SLA(近一月)

-
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://necklace.market.alicloudapi.com/ai_image_single_classification/ai_necklace/necklace/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)-智能图像分析-智能人脸佩戴项链分析分类识别 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,智能图像分析-智能人脸佩戴项链分析分类识别,赋能智慧数据领域应用场景,让企业实现数字化升级;智能图像分析-智能人脸佩戴项链分析分类识别,支持对人脸佩戴项链分析分类识别,辨析图像中人脸佩戴项链信息 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:智能人脸佩戴项链分析分类识别、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)-智能图像分析-智能人脸佩戴项链分析分类识别

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,智能图像分析-智能人脸佩戴项链分析分类识别,赋能智慧数据领域应用场景,让企业实现数字化升级;智能图像分析-智能人脸佩戴项链分析分类识别,支持对人脸佩戴项链分析分类识别,辨析图像中人脸佩戴项链信息

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:智能人脸佩戴项链分析分类识别、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2020-02-05

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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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
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用户评论 (708)

维****技评分:5.0分2021-12-21 11:52套餐版本:0.01元/1次
接口稳定数据稳定速度快创新性强

药品经销企业领域发展的新动力:人工智能与知识图谱;运用艾科瑞特(iCREDIT)人工智能数据中台和企业知识图谱,使我们可以对智能图像分析覆盖领域实现快速数字化迭代与升级,优化业务流程;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)合作,让我们意识到数字化转型过程,好的合作伙伴的重要性,艾科瑞特(iCREDIT)让企业业绩长青

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南****息评分:5.0分2021-12-21 10:34套餐版本:0.01元/1次
接口稳定创新性强数据准确响应及时

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,使我们领先于连锁民宿企业行业其他竞品;运用艾科瑞特(iCREDIT)人工智能数据中台和企业知识图谱,使我们可以对智能图像分析覆盖领域实现快速数字化迭代与升级,优化业务流程;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;艾科瑞特智能图像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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南****息评分:5.0分2021-12-21 10:27套餐版本:0.01元/1次
数据准确接口稳定文档清晰速度快

新基建所蕴藏或带来的商业价值,是开启未来10年财富收益的大门,这就要求货运平台行业企业,利用数字化转型机遇,实现自身企业的迭代升级;艾科瑞特(iCREDIT)人工智能数据中台与企业知识图谱,帮助我们利用智能图像分析实现业务模式的创新;艾科瑞特小伙伴的服务理念别具一格,能站在更为全局角度帮助我们审视目前业务流的现状,梳理其中潜在风险,制定完备的行动方案;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)合作,让我们意识到数字化转型过程,好的合作伙伴的重要性,艾科瑞特(iCREDIT)让企业业绩长青

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维****技评分:5.0分2021-12-20 16:31

新环境下,对线上销售还是对线下销售,都要求企业具备全流程、全业态的数字化能力,使我们具备对企业运营状态全局掌握,这不仅是内资保险公司企业运营者所追求,也是其他行业领域运营者的共识;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,智能图像分析的使用提升整体业务流能力,提速业务流转;艾科瑞特小伙伴的服务理念别具一格,能站在更为全局角度帮助我们审视目前业务流的现状,梳理其中潜在风险,制定完备的行动方案;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)合作,让我们意识到数字化转型过程,好的合作伙伴的重要性,艾科瑞特(iCREDIT)让企业业绩长青

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维****技评分:5.0分2021-12-20 16:28

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分析上,实现对现有业务流的的加速与优化;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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维****技评分:5.0分2021-12-20 16:21

数字化变革对商旅票务公司行业显得尤为重要;艾科瑞特(iCREDIT)人工智能数据中台与企业知识图谱,帮助我们利用智能图像分析实现业务模式的创新;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;艾科瑞特智能图像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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南****息评分:5.0分2021-12-20 15:23

积极投入数字化变革并实现应用现代化的组织,是数字化转型成功的保障,此条定律不仅适应于货运平台行业,对所有领域都适用;艾科瑞特(iCREDIT)企业知识图谱与人工智能数据中台,在使用智能图像分析的基础上,让我们缩减了内部流程,加速内部创新与迭代;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;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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南****息评分:5.0分2021-12-20 15:16

证券公司数字化转型所蕴藏的的商业价值,是从内部让企业重新焕发创业初期的行动力与凝聚力,这就要求我们所要做的是去接受并引领变革;运用艾科瑞特(iCREDIT)人工智能数据中台和企业知识图谱,使我们可以对智能图像分析覆盖领域实现快速数字化迭代与升级,优化业务流程;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;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;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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维****技评分:5.0分2021-12-17 18:22

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餐饮连锁批拍行业带来什么;艾科瑞特(iCREDIT)企业知识图谱与人工智能数据中台,在使用智能图像分析的基础上,让我们缩减了内部流程,加速内部创新与迭代;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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维****技评分:5.0分2021-12-17 18:21

物流平台数字化转型所蕴藏的的商业价值,是从内部让企业重新焕发创业初期的行动力与凝聚力,这就要求我们所要做的是去接受并引领变革;艾科瑞特(iCREDIT)人工智能数据中台与企业知识图谱,帮助我们利用智能图像分析实现业务模式的创新;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;艾科瑞特的智能图像分析具备高稳定性、高响应性、高创新性,不仅满足我们现阶段需求,同时延展了我们业务线,使我们能够更好的服务我们的客户;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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