24 #ifndef SHEAF_DLL_SPEC_H 25 #include "SheafSystem/sheaf_dll_spec.h" 29 #include "SheafSystem/sec_t3.h" 33 #include "SheafSystem/t3_e3.h" 90 const std::string& xsection_suffix,
91 const std::string& xfiber_suffix,
126 int xbase_version = CURRENT_HOST_VERSION,
127 bool xauto_access =
true);
135 bool xauto_access =
true);
161 bool xauto_access =
true);
191 virtual const fiber_type& fiber_prototype()
const;
266 virtual const std::string& class_name()
const;
271 static const std::string& static_class_name();
305 bool fiber_is_ancestor_of(
const any* xother)
const;
310 bool is_ancestor_of(
const any* xother)
const;
315 bool invariant()
const;
327 #endif // ifndef SEC_T3_E3_H sec_e3 vector_space_type
Type of underlying vector space.
The abstract map from section dof ids to section dof values of heterogeneous type.
The default name space; a poset which contains other posets as members.
The standard fiber bundles name space; extends the standard sheaves namespace by defining base space...
A path defined by a poset name and a member name separated by a forward slash ('/'). For example: "cell_definitions/triangle".
A member of a sec_rep_space; a section.
A section of a bundle with fiber type t3_e3.
A section of a bundle with fiber type t3.
t3_e3 fiber_type
The fiber type.
Abstract base class with useful features for all objects.
A tensor of degree 3 over a Euclidean vector space of dimension 3 (volatile version).
An abstract tensor section space of degree p.
An index within the external ("client") scope of a given id space.
A section of a fiber bundle with a 3-dimensional Euclidean vector space fiber.
virtual sec_tp * clone() const
Make a new handle, no state instance of current.
int_type pod_index_type
The plain old data index type.
sec_t3_e3 * clone(bool xnew_state, bool xauto_access=true) const
Make a new handle instance of current. Attach the new instance to a new state if xnew_state is true...
An abstract client handle for a member of a poset.
Namespace for the fiber_bundles component of the sheaf system.
A tensor of degree 3 over a Euclidean vector space of dimension 3 (persistent version).
A handle for a poset whose members are numerical representations of sections of a fiber bundle...