IXcellerate Whitepaper Attempts A Mathematical Approach to Solve The Problem of Outsource Or Insource Business Wire LONDON & MOSCOW -- May 7, 2013 IXcellerate, Moscow's premier carrier neutral datacentre and a member of the International Data Centre Group (IDC-G), today launched a new whitepaper on a datacenter buy or build guide titled ‘Outsource or Insource, A Mathematical Approach: [F-(R+M+T)] x C = S’. The whitepaper approaches the problem in trend with a universal solution -- a mathematical equation that however looks way beyond the cost factor. The elements in the equation represent Facility, Risks, Money, Time, Control & Security, and Selecting the right providers, respectively. As discussed in the whitepaper, each of these fundamental elements should be considered carefully and thoroughly, and selecting the right provider is crucial. “IXcellerate is built by a management team with experience in the datacenter market since 1998. We are here to help our customers to decide a solution that really fits their needs and this is the reason why we felt it important to look in more detail at the reasoning for insource our outsource for data centre selection.” said Guy Willner,CEOofIXcellerate. The full whitepapercanbedownloaded fromthe IXcellerateandIDC-G websites: ixcellerate.com idc-g.com About IXcellerate IXcellerate is a datacentre project founded by Guy Willner (Founder and former CEO of IXEurope, former President Europe for Equinix Inc.), and Cliff Gauntlett (Former SVP of Golden Telecom). The project will encompass the construction and operation of a 6,200 square metre, carrier neutral data centre in Moscow set on a 15,000 square metre campus. The data centre will be built over three phases, with the first 1,000 square metres currently under operation. IXcellerate is the Russia Alliance Member of the International Data Centre Group (IDC-G). See www.ixcellerate.com or follow on Twitter @ixcellerate. Contact: IDC-G Yidan Wang E: firstname.lastname@example.org M: +44 207 117 6300
IXcellerate Whitepaper Attempts A Mathematical Approach to Solve The Problem of Outsource Or Insource
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