Different business models are available to public authorities and other market actors. A business model defines the roles and responsibilities of different actors in the broadband value chain with a specific focus on the public authority.

Broadband value chain, actors and business models

The broadband value chain

A broadband network consists of 3 layers: passive infrastructure, active equipment technology and delivery of services. The three layers are characterised by different technical and economical features. These layers are:

  • Layer 1: Building and operating of the passive infrastructure (network set-up).
  • Layer 2: Building and operating of the active infrastructure (network operation).
  • Layer 3: Offer and distribution of services (services).

Schema levels: Customer providers, Network operations and Infraestructure'> Syntax error in document.
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" />

The three layers depend on each other, meaning that layer 2 can only be realized upon completion of layer 1, and layer 3 requires the infrastructure from layer 2.

Business roles and actors

For the three layers, three main broadband business roles can be identified:

  • The physical infrastructure provider (PIP), which owns and maintains the passive infrastructure.
  • The network provider (NP), which operates (and typically owns) the active equipment such as incumbent operators, new independent operators, broadband companies.
  • The service provider (SP), which delivers the digital services. For example: for e-health, elderly care, TV, Internet, phone, video-conferencing, entertainment, teleworking, smart monitoring and so on.

Depending on the business model, it is necessary to clarify on which level of the value chain municipalities, municipal enterprises, special purpose associations and/or private companies take over tasks.

Besides the three provider groups, end users and wholesale customers complete the list of actors and their roles typically involved in broadband projects.

Basic business models

The actors can take over different roles, thus defining the broadband business model which applies for the respective broadband project. The difference between the two broadband business models is that a vertically integrated model has one market actor taking all three roles and for open networks the roles are separated.

Three open network broadband business models can be identified:

  • Passive-layer open model (PLOM), where one entity deploys the passive infrastructure, the other layers are open for other providers
  • Active-layer open model (ALOM), where one entity provides the passive and active infrastructures in layers 1 and 2, the service is provided by other entities
  • Three-layer open model (3LOM), where all three layers are provided by different actors.

Schema broadband business models

Carrier model options

In addition, there are more carrier model options that go beyond the basic business models and serve as an alternative solution for regions where neither public or private actors are active:

  • Public carrier (public DBO model).
  • Private carrier (private DBO model).
  • Bottom-up approach (NGA bottom-up model).
  • Public-private-partnership (PPP).

Choosing the business model

Depending on its level of involvement, a public authority will have more or less "say" in the definition of the business model. Demographic, commercial and cultural conditions also play a role in the selection of the model. In general, a business model that allows for a win-win situation for all stakeholders will increase a project’s chance of success. Some of the questions that should be answered in the process are:

  • How densely populated is the region? How is the population distributed?
  • Is the physical infrastructure allowing for easy end-user access at physical layer for a number of operators? Is the market big enough to make this business case (PLOM)?
  • Is significant amount of infrastructure owned by an operator already active as a service provider? What business model is it operating?
  • Is there enough technical competence within the public authority to take up the NP role? Are there sufficient economies of scale?
  • Are there market actors interested in taking up the NP role?