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business drivers and key requirements to the range of potential cloud technical and resource patterns available. Cloud modeling forces the explicit de nition of business needs, and then establishing what cloud technical patterns and resource models best suit those business requirements. For example, a business need for a customer relationship management (CRM) application provided as a service (by Salesforce.com) is one cloud pattern that is distinct from a business requirement to achieve better internal server utilization through enterprise deployment of internal clouds focused on Infrastructure as a Service (Iaas). Cloud Deployment Model. Determining, based on the cloud modeling effort, what cloud deployment model(s) best t your organization s business and technical needs. Is an internal/private cloud best for your current and pending needs, or are their third-party external cloud service providers that can satisfy your business requirements (e.g., Amazon S3, EC2, or Salesforce Force.com) Your cloud modeling outputs will help determine what cloud deployment options are available to optimize your economic, architecture, and business choices. Cloud Architecture. Once the above choices have been made, the cloud architecture can be de ned, which is important for all cloud deployment scenarios: internal/private, external/public, hybrid/integrated, and community/semi-private. Cloud architecture must be de ned, documented, governed, and managed regardless of whether you are planning a purely internal private cloud or if you intend to leverage external public clouds. The decision to onboard your data or a business application onto a third-party public cloud does not eliminate the requirements to develop a robust cloud architecture, document it, and evaluate and test it all prior to deploying that architecture. In this chapter, we develop the Cloud Computing Reference Model as the master framework to support the cloud modeling and architecture processes described in the Cloud Adoption Lifecycle

Visibility (Vis in the Property inspector) defines whether you can see an AP element on a Web page. Four values are available:

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The simplest way to get asset-based funding for real estate or a business is to use a down payment grant. You can use an option to control an asset until you sell it at a profit to build your income from the asset. There are several different types of options you can use. Mortgaging out that is, getting paid when you take over an income-producing asset can give you cash in hand at a time when you most need it. You can use debt assumption for your financing and get an asset for zero cash out of your pocket. Business asset-based loans can often be obtained quickly. Cash-flow notes can be a quick and steady source of business financing for you. Paper of various types can be a sure way for you to get assetbased financing of your business or real estate. SBA loan guarantees are an excellent source of business funding for you. And today the paperwork is reduced and approvals are faster. Your local state, county, or city government can be an ideal source of business and real estate money for you. When you re in a hurry for a business or real estate loan, try the Internet. But be sure to observe the cautions given in this chapter. (Continued )

Extreme Collage Makeover (continued)

Figure 23-6

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Standard difficulties related to conservation laws The transformation of an integral equation to a PDE is not an equivalent operation. Usually the PDE is less general, undefined on discontinuities (shocks) where the integral form holds. Therefore one has to go back to the integral equation and derive suitable jump conditions to hold at the discontinuities and incorporate them back into the weak formulation of the PDE. The weak solution usually admits more solutions than the unique physically admissible solution corresponding to the integral form of the conservation law. Therefore one has to impose some selection principle that excludes nonphysical solutions. For fluid dynamics problems one can appeal the second law of thermodynamics which states that the entropy is not decreasing. In particular, as molecules of a fluid pass through a shock, their entropy must increase. It turns out that this condition is sufficient to reliably distinguish between physically correct and incorrect discontinuities. Generally, such conditions are called entropy conditions.