Search Results for "c-evo"
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Showing 3 open source projects for "c-evo"
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BidJS enables online timed and webcast bidding on your own website.Bidlogix provide auction software to auction houses around the globe. We offer timed auction software, webcast auction software along with an optional invoicing management system. Our software is embedded on your site with fully customisable styling. Based in Brighton, UK Bidlogix started providing auction software in 2013. Our 2 in-house development teams are constantly evolving the product with in excess of 10 auctions per day being run using our software. Our software can cater for the largest of auctions, all in real-time and can support multiple languages.
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Your go-to FinOps platformUnlike reporting-only FinOps tools, FinOpsly unifies cloud (AWS, Azure, GCP), data (Snowflake, Databricks, BigQuery), and AI costs into a single system of action — enabling teams to plan spend before it happens, automate optimization safely, and prove value in weeks, not quarters.
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R Source
Read-only mirror of R source code
...Developers, package authors, and curious users often browse this mirror to inspect implementation details, debug issues, or see how base functions are implemented in C or Fortran. -
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Scripting Language Bindings
A port of WFOPT to the several scripting languages
This project contains bindings for various scripting languages to the Wheefun Options Parsing Library. It is meant to provide parity with the C implementation so .NET languages can take advantage of WFOPT. For more information, please see the main page. -
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RStan
RStan, the R interface to Stan
RStan is the R interface to Stan, a C++ library for statistical modeling and high-performance statistical computation. It lets users specify models in the Stan modeling language (for Bayesian inference), compile them, and perform inference from R. Key inference approaches include full Bayesian inference via Hamiltonian Monte Carlo (specifically the No-U-Turn Sampler, NUTS), approximate Bayesian inference via variational methods, and optimization (penalized likelihood).
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