Free OMG OMG-OCUP2-ADV300 Practice Exam with Questions & Answers | Set: 2

To represent specific hardware environments in a deployment model, a modeler should create a UML profile that includes the necessary hardware stereotypes with applicable details. A profile allows the modeler to extend the standard UML metamodel to include domain-specific elements that can be applied to deployment models. These stereotypes can represent different types of hardware components and their attributes, which can then be used to model the physical aspects of the deployment environment. The creation and application of profiles are supported by the UML 2.x Superstructure Specification, which details how to tailor UML to particular domains or platforms using profiles.

The term “computationally complete” in the context of fUML refers to a subset of UML that is expressive enough to define models that can be executed automatically by a computer using an execution tool. This means that the subset includes all the necessary elements and constructs to specify the behavior of a system in a way that can be understood and run by a machine without further interpretation

The correct answer is B, which uses a selection edge to specify task behavior based on task priority. In UML, an object flow with a selection property is used to select objects from a collection according to some criterion, which is typically represented by a Boolean expression. In the case of B, the selection criterion is described as "ordering = the most important first", indicating that tasks are selected to be executed based on their priority.

References:

• UML 2.5 Specification: The UML 2.5 specification describes how selection behaviors can be applied to object flows to filter objects according to specific criteria, such as priority in this scenario.

In fUML (Foundational UML), an execution model must be modeled as an Activity. fUML is a subset of UML that includes the ability to model behavior using UML activities, which are composed of a rich set of primitive actions1. Activities in fUML represent the executable aspects of a model and define the flow of control and data2. They are the primary means for specifying the detailed procedural logic of the behavior of a system within fUML.

A MOF (Meta Object Facility) 2.x Model is not always a valid UML (Unified Modeling Language) 2.x Model. The MOF 2.x and UML 2.x serve different purposes and have different scopes of application. While UML is a general-purpose modeling language used to define software systems, MOF is a language for defining metamodels, which can include UML itself1.

The MOF 2.x specification provides the basis for metamodel definition in OMG’s (Object Management Group’s) family of modeling languages, which includes UML. However, it is based on a simplification of UML 2’s class modeling capabilities1. MOF is designed to be simpler, directly implementable, and provides a set of CORBA interfaces for manipulating meta objects2. In contrast, UML is used as a general-purpose modeling language with potentially many implementation targets2.

Therefore, a MOF 2.x Model can be a valid UML 2.x Model when certain limitations are observed, such as adhering to the simplified class modeling capabilities that MOF is based on. This means that while a MOF model can resemble a UML model in terms of visual representation, it is fundamentally a MOF model, and its validity as a UML model depends on the extent to which it conforms to the UML specifications

A stereotype in UML is a powerful extension mechanism that allows developers to tailor UML models for particular domains or platforms. Stereotypes can adapt UML model elements by adding constraints, changing notation, and adding attributes and operations. However, they cannot remove existing constraints from a model element12.

• Notation Change (A): Stereotypes can indeed change the notation of a model element to make it more expressive or domain-specific. For example, a stereotype could be used to visually distinguish between different kinds of classes in a class diagram1.
• Adding Constraints (B): Stereotypes can add new constraints to a model element to specify additional rules or requirements that are not defined by the standard UML1.
• Removing Constraints ©: This is not a capability of stereotypes. Constraints define rules that must be followed, and once they are part of a model element, they cannot be removed by a stereotype. Instead, they are an intrinsic part of the model’s definition1.
• Adding Attributes and Operations (D): Stereotypes can be used to add attributes and operations to a model element, which allows for the specification of additional properties or behaviors that are not part of the standard UML metamodel1.

In summary, while stereotypes are versatile and can extend the capabilities of UML model elements in various ways, they do not have the ability to remove constraints that are already applied to those elements. This is because constraints are consideredfundamental rules that govern the integrity of the model, and removing them would potentially violate the model’s correctness or completeness1.

The class templateListshown in the diagram fragment is a parametrized class with two template parameters:Tandn. The signature of the class template includes both of these parameters. The template parameterTrepresents a type that can be bound to a specific class when the template is instantiated, whilenrepresents an integer value that specifies the multiplicity of elements that can be contained in the list. Therefore, the signature of the class templateListis the ordered set{T, n: Integer}, which includes both the type parameterTand the integer parameternindicating the maximum number of elements the list can hold.

In UML, a Dependency is a relationship that signifies that one NamedElement, the client, depends on another NamedElement, the supplier, meaning that a change in the supplier could affect the client. If NamedElement A is the supplier and NamedElement B is the client in a Dependency relationship, and there is a Comment indicating that both participate in a transformation, the interpretation is that B (the client) depends on A (the supplier) for that transformation. The comment does not necessarily change the nature of the Dependency relationship; it simply adds additional information about the nature of their interaction. A transformation could mean that B transforms A's supplied element in some way, but in terms of UML Dependency relationships,it would still be interpreted as "A depends on B" or "B requires A for its transformation". This interpretation aligns with the UML 2.x Infrastructure and Superstructure specifications, which explain Dependencies and their meanings within the UML metamodel.

Assuming the system is inStateA1, the behaviors (or actions) executed when moving toStateCwould begin with any behaviors associated with internal transitions or exit actions withinStateA1. Transitiona6would be the trigger to go fromStateA1toStateA2, executinga4(the exit action ofStateA1) before the transition. Upon exitingStateAaltogether (a3is the exit action forStateA), the system would follow the transition labeleda1toStateB, executinga7as the entry action ofStateB. Then, the transition fromStateBtoStateCwould occur, likely with an internal trigger withinStateBor by completion, followed bya11to complete the transition intoStateC. The actions follow the flow of state transitions and the associated entry and exit actions as prescribed by UML state machine behavior specifications.

Protocol Conformance in UML is a relationship between protocol state machines that ensures consistency in behavior inheritance:

• A.Incorrect as it describes a general-to-inherited relationship, which is not the focus of protocol conformance.
• B.Incorrect, as it describes a relationship the wrong way around (general to nested).
• C.Correct. Protocol Conformance ensures that a specific Protocol State Machine conforms to the rules and constraints specified by a redefined, more general Protocol State Machine.
• D.Incorrect, because it generally describes conformance but does not specifically focus on the relationship between specific and general state machines in the context of protocols.

References:

• UML Specification: Protocol State Machines section.
• Specifics of protocol conformance are detailed under state machine and classifier behaviors in the UML 2.5 Documentation.