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Confluent, Inc. is an American technology company headquartered in Mountain View, California. Confluent was founded by Jay Kreps, Jun Rao and Neha Narkhede on September 23, 2014, in order to commercialize an open-source streaming platform Apache Kafka , created by the same founders while working at LinkedIn in 2008 as a B2B infrastructure company.
Apache Kafka is a distributed event store and stream-processing platform. It is an open-source system developed by the Apache Software Foundation written in Java and Scala . The project aims to provide a unified, high-throughput, low-latency platform for handling real-time data feeds.
Under this five-year agreement, Confluent and AWS have committed to joint go-to-market initiatives to help organizations accelerate their cloud adoption journey with real-time data. Stephen Orban ...
Neha Narkhede (born 1984 or 1985 [1]) is an American technology entrepreneur and the co-founder and former CTO of Confluent, a streaming data technology company. She co-created the open source software platform Apache Kafka. Narkhede now serves as a board member of Confluent.
The following other wikis use this file: Usage on ar.wikipedia.org أباتشي كافكا; Usage on az.wikipedia.org Apache Kafka; Usage on ca.wikipedia.org
In cell culture biology, confluence refers to the percentage of the surface of a culture dish that is covered by adherent cells.For example, 50 percent confluence means roughly half of the surface is covered, while 100 percent confluence means the surface is completely covered by the cells, and no more room is left for the cells to grow as a monolayer. [1]
The diaries of Franz Kafka, written between 1910 and 1923, include casual observations, details of daily life, reflections on philosophical ideas, accounts of dreams, and ideas for stories. Kafka’s diaries offer a detailed view of the writer's thoughts and feelings, as well as some of his most famous and quotable statements.
This is also known as the confluent hypergeometric function of the first kind. There is a different and unrelated Kummer's function bearing the same name. Tricomi's (confluent hypergeometric) function U(a, b, z) introduced by Francesco Tricomi , sometimes denoted by Ψ(a; b; z), is another solution to Kummer's equation. This is also known as ...