214 lines
10 KiB
Plaintext
214 lines
10 KiB
Plaintext
// Copyright (c) 2015-2016 The Khronos Group Inc.
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// Copyright notice at https://www.khronos.org/registry/speccopyright.html
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[appendix]
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= Invariance
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The Vulkan specification is not pixel exact. It therefore does not
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guarantee an exact match between images produced by different Vulkan
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implementations. However, the specification does specify exact matches, in
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some cases, for images produced by the same implementation. The purpose of
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this appendix is to identify and provide justification for those cases that
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require exact matches.
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== Repeatability
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The obvious and most fundamental case is repeated issuance of a series of
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Vulkan commands. For any given Vulkan and framebuffer state vector,
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and for any Vulkan command, the resulting Vulkan and framebuffer state
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must: be identical whenever the command is executed on that initial
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Vulkan and framebuffer state. This repeatability requirement does not
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apply when using shaders containing side effects (image and buffer variable
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stores and atomic operations), because these memory operations are not
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guaranteed to be processed in a defined order.
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ifdef::VK_AMD_rasterization_order[]
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The repeatability requirement does not apply for rendering done using a
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graphics pipeline that uses ename:VK_RASTERIZATION_ORDER_RELAXED_AMD.
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endif::VK_AMD_rasterization_order[]
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One purpose of repeatability is avoidance of visual artifacts when a
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doublebuffered scene is redrawn. If rendering is not repeatable, swapping
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between two buffers rendered with the same command sequence may: result in
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visible changes in the image. Such false motion is distracting to the
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viewer. Another reason for repeatability is testability.
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Repeatability, while important, is a weak requirement. Given only
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repeatability as a requirement, two scenes rendered with one (small) polygon
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changed in position might differ at every pixel. Such a difference, while
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within the law of repeatability, is certainly not within its spirit.
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Additional invariance rules are desirable to ensure useful operation.
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== Multi-pass Algorithms
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Invariance is necessary for a whole set of useful multi-pass algorithms.
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Such algorithms render multiple times, each time with a different Vulkan
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mode vector, to eventually produce a result in the framebuffer. Examples of
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these algorithms include:
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* ``Erasing'' a primitive from the framebuffer by redrawing it, either in
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a different color or using the XOR logical operation.
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* Using stencil operations to compute capping planes.
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== Invariance Rules
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For a given instantiation of an Vulkan rendering context:
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*Rule 1* _For any given Vulkan and framebuffer state vector, and for any
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given Vulkan command, the resulting Vulkan and framebuffer state must:
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be identical each time the command is executed on that initial Vulkan and
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framebuffer state._
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*Rule 2* _Changes to the following state values have no side effects (the
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use of any other state value is not affected by the change):_
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*Required:*
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* _Framebuffer contents (all bitplanes)_
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* _The color buffers enabled for writing_
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* _Scissor parameters (other than enable)_
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* _Writemasks (color, depth, stencil)_
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* _Clear values (color, depth, stencil)_
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*Strongly suggested:*
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* _Stencil Parameters (other than enable)_
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* _Depth test parameters (other than enable)_
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* _Blend parameters (other than enable)_
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* _Logical operation parameters (other than enable)_
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* _Pixel storage state_
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*Corollary 1* _Fragment generation is invariant with respect to the state
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values listed in Rule 2._
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*Rule 3* _The arithmetic of each per-fragment operation is invariant except
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with respect to parameters that directly control it._
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*Corollary 2* _Images rendered into different color buffers sharing the same
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framebuffer, either simultaneously or separately using the same command
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sequence, are pixel identical._
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*Rule 4* _The same vertex or fragment shader will produce the same result
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when run multiple times with the same input. The wording ``the same shader''
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means a program object that is populated with the same SPIR-V binary, which
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is used to create pipelines, possibly multiple times, and which program
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object is then executed using the same Vulkan state vector. Invariance is
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relaxed for shaders with side effects, such as performing stores or
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atomics._
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*Rule 5* _All fragment shaders that either conditionally or unconditionally
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assign_ code:FragCoord.z _to_ code:FragDepth _are depth-invariant with
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respect to each other, for those fragments where the assignment to_
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code:FragDepth _actually is done._
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If a sequence of Vulkan commands specifies primitives to be rendered with
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shaders containing side effects (image and buffer variable stores and atomic
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operations), invariance rules are relaxed. In particular, rule 1, corollary
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2, and rule 4 do not apply in the presence of shader side effects.
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The following weaker versions of rules 1 and 4 apply to Vulkan commands
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involving shader side effects:
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*Rule 6* _For any given Vulkan and framebuffer state vector, and for any
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given Vulkan command, the contents of any framebuffer state not directly
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or indirectly affected by results of shader image or buffer variable stores
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or atomic operations must: be identical each time the command is executed on
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that initial Vulkan and framebuffer state._
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*Rule 7* _The same vertex or fragment shader will produce the same result
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when run multiple times with the same input as long as:_
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* _shader invocations do not use image atomic operations;_
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* _no framebuffer memory is written to more than once by image stores,
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unless all such stores write the same value; and_
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* _no shader invocation, or other operation performed to process the
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sequence of commands, reads memory written to by an image store._
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When any sequence of Vulkan commands triggers shader invocations that
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perform image stores or atomic operations, and subsequent Vulkan commands
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read the memory written by those shader invocations, these operations must:
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be explicitly synchronized.
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== Tessellation Invariance
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When using a program containing tessellation evaluation shaders, the
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fixed-function tessellation primitive generator consumes the input patch
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specified by an application and emits a new set of primitives. The following
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invariance rules are intended to provide repeatability guarantees.
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Additionally, they are intended to allow an application with a carefully
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crafted tessellation evaluation shader to ensure that the sets of triangles
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generated for two adjacent patches have identical vertices along shared
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patch edges, avoiding ``cracks'' caused by minor differences in the
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positions of vertices along shared edges.
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*Rule 1* _When processing two patches with identical outer and inner
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tessellation levels, the tessellation primitive generator will emit an
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identical set of point, line, or triangle primitives as long as the active
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program used to process the patch primitives has tessellation evaluation
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shaders specifying the same tessellation mode, spacing, vertex order, and
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point mode decorations. Two sets of primitives are considered identical if
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and only if they contain the same number and type of primitives and the
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generated tessellation coordinates for the vertex numbered m of the
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primitive numbered n are identical for all values of m and n._
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*Rule 2* _The set of vertices generated along the outer edge of the
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subdivided primitive in triangle and quad tessellation, and the tessellation
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coordinates of each, depends only on the corresponding outer tessellation
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level and the spacing decorations in the tessellation shaders of the
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pipeline._
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*Rule 3* _The set of vertices generated when subdividing any outer primitive
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edge is always symmetric. For triangle tessellation, if the subdivision
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generates a vertex with tessellation coordinates of the form (0, x, 1-x),
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(x, 0, 1-x), or (x, 1-x, 0), it will also generate a vertex with coordinates
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of exactly (0, 1-x, x), (1-x, 0, x), or (1-x, x, 0), respectively. For quad
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tessellation, if the subdivision generates a vertex with coordinates of (x,
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0) or (0, x), it will also generate a vertex with coordinates of exactly
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(1-x, 0) or (0, 1-x), respectively. For isoline tessellation, if it
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generates vertices at (0, x) and (1, x) where x is not zero, it will also
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generate vertices at exactly (0, 1-x) and (1, 1-x), respectively._
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*Rule 4* _The set of vertices generated when subdividing outer edges in
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triangular and quad tessellation must: be independent of the specific edge
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subdivided, given identical outer tessellation levels and spacing. For
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example, if vertices at (x, 1 - x, 0) and (1-x, x, 0) are generated when
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subdividing the w = 0 edge in triangular tessellation, vertices must: be
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generated at (x, 0, 1-x) and (1-x, 0, x) when subdividing an otherwise
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identical v = 0 edge. For quad tessellation, if vertices at (x, 0) and
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(1-x, 0) are generated when subdividing the v = 0 edge, vertices must: be
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generated at (0, x) and (0, 1-x) when subdividing an otherwise identical
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u = 0 edge._
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*Rule 5* _When processing two patches that are identical in all respects
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enumerated in rule 1 except for vertex order, the set of triangles generated
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for triangle and quad tessellation must: be identical except for vertex and
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triangle order. For each triangle n1 produced by processing the first patch,
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there must: be a triangle n2 produced when processing the second patch each
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of whose vertices has the same tessellation coordinates as one of the
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vertices in n1._
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*Rule 6* _When processing two patches that are identical in all respects
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enumerated in rule 1 other than matching outer tessellation levels and/or
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vertex order, the set of interior triangles generated for triangle and quad
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tessellation must: be identical in all respects except for vertex and
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triangle order. For each interior triangle n1 produced by processing the
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first patch, there must: be a triangle n2 produced when processing the
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second patch each of whose vertices has the same tessellation coordinates as
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one of the vertices in n1. A triangle produced by the tessellator is
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considered an interior triangle if none of its vertices lie on an outer edge
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of the subdivided primitive._
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*Rule 7* _For quad and triangle tessellation, the set of triangles
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connecting an inner and outer edge depends only on the inner and outer
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tessellation levels corresponding to that edge and the spacing decorations._
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*Rule 8* _The value of all defined components of_ code:TessCoord
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_will be in the range [0, 1]. Additionally, for any defined component x of_
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code:TessCoord, _the results of computing 1.0-x in a tessellation
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evaluation shader will be exact. If any floating-point values in the range
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[0, 1] fail to satisfy this property, such values mustnot: be used as
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tessellation coordinate components._
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