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Intuit Inc. / 37.42722°N 122.09639°W / 37.42722; -122.09639. Intuit Inc. is an American multinational business software company that specializes in financial software. The company is headquartered in Mountain View, California, and the CEO is Sasan Goodarzi.
QuickBooks is an accounting software package developed and marketed by Intuit.First introduced in 1992, QuickBooks products are geared mainly toward small and medium-sized businesses and offer on-premises accounting applications as well as cloud-based versions that accept business payments, manage and pay bills, and payroll functions.
Employee scheduling software automates the process of creating and maintaining a schedule. Automating the scheduling of employees increases productivity and allows organizations with hourly workforces to re-allocate resources to non-scheduling activities. Such software will usually track vacation time, sick time, compensation time, and alert ...
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Login.gov is a single sign-on solution for US government websites. It enables users to log in to services from numerous government agencies using the same username and password. Login.gov was jointly developed by 18F and the US Digital Service . [1]
Login VSI's flagship product, Login Enterprise, is an automated testing platform that predicts performance, ensures business continuity and reduces risk. Login Enterprise tests the desktop and applications as a whole, from pre-production through to production. Login Enterprise includes standard “out-of-the-box” application template workloads.
The log sum inequality can be used to prove inequalities in information theory. Gibbs' inequality states that the Kullback-Leibler divergence is non-negative, and equal to zero precisely if its arguments are equal. [3] One proof uses the log sum inequality. The inequality can also prove convexity of Kullback-Leibler divergence.
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en.wikipedia.org
Log-normal distribution. In probability theory, a log-normal (or lognormal) distribution is a continuous probability distribution of a random variable whose logarithm is normally distributed. Thus, if the random variable X is log-normally distributed, then Y = ln (X) has a normal distribution.