This inheritance list is sorted roughly, but not completely, alphabetically:

[detail level 12345]

$o$ mi::base::Atom32	A 32-bit unsigned counter with atomic arithmetic, increments, and decrements
$o$ mi::math::Bbox< T, DIM >	Axis-aligned N-dimensional bounding box class template of fixed dimension
$o$ mi::math::Bbox_struct< T, DIM >	Storage class for an axis-aligned N-dimensional bounding box class template of fixed dimension
$o$ mi::base::Lock::Block	Utility class to acquire a lock that is released by the destructor
$o$ mi::base::Recursive_lock::Block	Utility class to acquire a lock that is released by the destructor
$o$ mi::math::Color_struct	Generic storage class template for an RGBA color representation storing four floating points elements
$\|$ $\$ mi::math::Color	Standard RGBA color class with floating point elements and operations
$o$ mi::base::Condition	Conditions allow threads to signal an event and to wait for such a signal, respectively
$o$ mi::base::Handle< Interface >	Handle class template for interfaces, automatizing the lifetime control via reference counting
$o$ mi::base::IInterface	The basic extensible interface
$\|$ $o$ mi::base::Interface_declare< 0x4afbf19a, 0x5fb7, 0x4422, 0xae, 0x4b, 0x25, 0x13, 0x06, 0x2c, 0x30, 0x5f >
$\|$ $\|$ $\$ mi::base::ILogger	The ILogger interface class supports logging of messages
$\|$ $\$ mi::base::Interface_declare< 0xa1836db8, 0x6f63, 0x4079, 0x82, 0x82, 0xb3, 0x5d, 0x17, 0x36, 0x96, 0xef >
$\|$ $\$ mi::base::IAllocator	The IAllocator interface class supports allocating and releasing memory dynamically
$\|$ $\$ mi::base::Interface_implement_singleton< IAllocator >
$\|$ $\$ mi::base::Default_allocator	A default allocator implementation based on global new and delete
$o$ mi::base::Interface_declare< id1, id2, id3, id4, id5, id6, id7, id8, id9, id10, id11, I >	Mixin class template for deriving new interface declarations
$o$ mi::base::Interface_implement< I >	Mixin class template for deriving interface implementations
$o$ mi::base::Interface_implement_2< I1, I2 >	Mixin class template for deriving interface implementations from two interfaces
$o$ mi::base::Interface_implement_singleton< I >	Mixin class template for deriving singleton interface implementations, where the reference count is fixed to one
$o$ mi::base::Interface_merger< MAJOR, MINOR >	This mixin merges the implementation of one interface with a second interface
$o$ mi::base::Lock	Non-recursive lock class
$o$ mi::math::Matrix_struct< T, ROW, COL >	Storage class for a NxM-dimensional matrix class template of fixed dimensions
$\|$ $\$ mi::math::Matrix< T, ROW, COL >	NxM-dimensional matrix class template of fixed dimensions
$o$ mi::math::Matrix_struct< T, 1, 1 >	Specialization for 1x1-matrix
$o$ mi::math::Matrix_struct< T, 1, 2 >	Specialization for 1x2-matrix
$o$ mi::math::Matrix_struct< T, 1, 3 >	Specialization for 1x3-matrix
$o$ mi::math::Matrix_struct< T, 1, 4 >	Specialization for 1x4-matrix
$o$ mi::math::Matrix_struct< T, 2, 1 >	Specialization for 2x1-matrix
$o$ mi::math::Matrix_struct< T, 2, 2 >	Specialization for 2x2-matrix
$o$ mi::math::Matrix_struct< T, 2, 3 >	Specialization for 2x3-matrix
$o$ mi::math::Matrix_struct< T, 2, 4 >	Specialization for 2x4-matrix
$o$ mi::math::Matrix_struct< T, 3, 1 >	Specialization for 3x1-matrix
$o$ mi::math::Matrix_struct< T, 3, 2 >	Specialization for 3x2-matrix
$o$ mi::math::Matrix_struct< T, 3, 3 >	Specialization for 3x3-matrix
$o$ mi::math::Matrix_struct< T, 3, 4 >	Specialization for 3x4-matrix
$o$ mi::math::Matrix_struct< T, 4, 1 >	Specialization for 4x1-matrix
$o$ mi::math::Matrix_struct< T, 4, 2 >	Specialization for 4x2-matrix
$o$ mi::math::Matrix_struct< T, 4, 3 >	Specialization for 4x3-matrix
$o$ mi::math::Matrix_struct< T, 4, 4 >	Specialization for 4x4-matrix
$o$ mi::base::numeric_traits_base< T >	Base class for the helper class to deduce properties of numeric types defined in this API
$\|$ $\$ mi::base::numeric_traits< T >	Helper class to deduce properties of numeric types defined in this API
$o$ mi::base::numeric_traits_base< Float32 >
$\|$ $\$ mi::base::numeric_traits< Float32 >	Numeric traits specialization for mi::Float32
$o$ mi::base::numeric_traits_base< Float64 >
$\|$ $\$ mi::base::numeric_traits< Float64 >	Numeric traits specialization for mi::Float64
$o$ mi::base::numeric_traits_base< Sint16 >
$\|$ $\$ mi::base::numeric_traits< Sint16 >	Numeric traits specialization for mi::Sint16
$o$ mi::base::numeric_traits_base< Sint32 >
$\|$ $\$ mi::base::numeric_traits< Sint32 >	Numeric traits specialization for mi::Sint32
$o$ mi::base::numeric_traits_base< Sint64 >
$\|$ $\$ mi::base::numeric_traits< Sint64 >	Numeric traits specialization for mi::Sint64
$o$ mi::base::numeric_traits_base< Sint8 >
$\|$ $\$ mi::base::numeric_traits< Sint8 >	Numeric traits specialization for mi::Sint8
$o$ mi::base::numeric_traits_base< Uint16 >
$\|$ $\$ mi::base::numeric_traits< Uint16 >	Numeric traits specialization for mi::Uint16
$o$ mi::base::numeric_traits_base< Uint32 >
$\|$ $\$ mi::base::numeric_traits< Uint32 >	Numeric traits specialization for mi::Uint32
$o$ mi::base::numeric_traits_base< Uint64 >
$\|$ $\$ mi::base::numeric_traits< Uint64 >	Numeric traits specialization for mi::Uint64
$o$ mi::base::numeric_traits_base< Uint8 >
$\|$ $\$ mi::base::numeric_traits< Uint8 >	Numeric traits specialization for mi::Uint8
$o$ mi::math::functor::Operator_and_and	Functor for the logical and operator, `&&`
$o$ mi::math::functor::Operator_divide	Functor for the division operator, `/`
$o$ mi::math::functor::Operator_equal_equal	Functor for the equality comparison operator, `==`
$o$ mi::math::functor::Operator_greater	Functor for the greater-than comparison operator, `>`
$o$ mi::math::functor::Operator_greater_equal	Functor for the greater-than-or-equal comparison operator, `>=`
$o$ mi::math::functor::Operator_less	Functor for the less-than comparison operator, `<`
$o$ mi::math::functor::Operator_less_equal	Functor for the less-than-or-equal comparison operator, `<=`
$o$ mi::math::functor::Operator_minus	Functor for the minus operator, `-`, unary and binary
$o$ mi::math::functor::Operator_multiply	Functor for the multiplication operator, `*`
$o$ mi::math::functor::Operator_not	Functor for the logical not operator, `!`
$o$ mi::math::functor::Operator_not_equal	Functor for the inequality comparison operator, `!=`
$o$ mi::math::functor::Operator_or_or	Functor for the logical or operator, `\|\|`
$o$ mi::math::functor::Operator_plus	Functor for the plus operator, `+`
$o$ mi::math::functor::Operator_post_decr	Functor for the post-decrement operator, `--`
$o$ mi::math::functor::Operator_post_incr	Functor for the post-increment operator, `++`
$o$ mi::math::functor::Operator_pre_decr	Functor for the pre-decrement operator, `--`
$o$ mi::math::functor::Operator_pre_incr	Functor for the pre-increment operator, `++`
$o$ mi::math::functor::Operator_xor	Functor for the xor operator, `^`
$o$ mi::base::Plugin	The abstract base class for plugins
$o$ mi::base::Std_allocator< T >::rebind< T1 >	Rebind helper struct to define a new class instance of this allocator template instantiated for the new value type `T1`
$o$ mi::base::Recursive_lock	Recursive lock class
$o$ mi::math::Spectrum_struct	Generic storage class template for a Spectrum representation storing three floating point elements
$\|$ $\$ mi::math::Spectrum	Spectrum with floating point elements and operations
$o$ mi::base::Std_allocator< T >	An adaptor class template that implements a standard STL allocator
$o$ mi::base::Uuid	A 128 bit representation of a universally unique identifier (UUID or GUID)
$o$ mi::base::Uuid_t< id1, id2, id3, id4, id5, id6, id7, id8, id9, id10, id11 >	Class template for a compile-time representation of universally unique identifiers (UUIDs or GUIDs)
$o$ mi::math::Vector_struct< T, DIM >	Generic storage class template for math vector representations storing `DIM` elements of type `T`
$\|$ $\$ mi::math::Vector< T, DIM >	Fixed-size math vector class template with generic operations
$o$ mi::math::Vector_struct< T, 1 >	Specialization for dimension 1 to create x member
$o$ mi::math::Vector_struct< T, 2 >	Specialization for dimension 2 to create x and y member
$o$ mi::math::Vector_struct< T, 3 >	Specialization for dimension 3 to create x, y, and z members
$\$ mi::math::Vector_struct< T, 4 >	Specialization for dimension 4 to create x, y, z, and w members