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CosineDistanceLoss

Calculate the cosine distance between vector predictions and vector targets.

This loss is suitable for pattern generation problems and is defined as 1-cos(theta) where theta is the angle between the two vectors. Note that this loss is scaled between 0 and 2, where 0 is a perfect match and 2 is a perfect mismatch (i.e., curve with opposite sign). The labels should have the same shape as the predictions or otherwise at least need to be of a broadcastable shape, and the last axis in the data should be the vector dimension (if you use two-dimensional packets where one axis is the instance axis, this is automatically taken care of). Like all Loss nodes (except MeasureLoss), this node returns the per-example loss, which needs to be manually summed or averaged to get a total dataset/batch loss. Version 1.1.0

Ports/Properties

preds

Predictions.

verbose name
Preds
default value
None
port type
DataPort
value type
AnyNumeric (can be None)
data direction
IN

targs

Target values.

verbose name
Targs
default value
None
port type
DataPort
value type
AnyNumeric (can be None)
data direction
IN

output

Output.

verbose name
Output
default value
None
port type
DataPort
value type
AnyNumeric (can be None)
data direction
OUT

epsilon

Small value to avoid dividing by zero when normalizing terms. If either your targets or predictions can be all-zero, this must be specified (e.g., 1e-15) to avoid NaN's or infinities.

verbose name
Epsilon
default value
0
port type
FloatPort
value type
float (can be None)

set_breakpoint

Set a breakpoint on this node. If this is enabled, your debugger (if one is attached) will trigger a breakpoint.

verbose name
Set Breakpoint (Debug Only)
default value
False
port type
BoolPort
value type
bool (can be None)

metadata

User-definable meta-data associated with the node. Usually reserved for technical purposes.

verbose name
Metadata
default value
{}
port type
DictPort
value type
dict (can be None)

axis_pairing

How to pair axes of the preds and targs operands. In 'positional' mode, axes are paired by their position according to a right alignment, that is, the last axis of the first operand is paired with the last axis of the second operand, and so on, while any missing axes behave as if they were unnamed axes of length 1 (this is the same way plain n-dimensional arrays pair in Python/numpy). In 'matched' mode, axes are paired by their type and optionally label, where the axis order of the first operand is preserved in the output, optionally with additional axes that only occur in the second operand prepended on the left. The other operand then has its axes reordered to match. All axis classes are treated as distinct, except for the plain axis, which is treated as a wildcard axis that can pair with any other axis. The 'default' value resolves to a value that may be overridden in special contexts (e.g., an ambient Inference node) and otherwise resolves to the setting of the configuration variable default_axis_pairing, which is set to 'positional' in 2024.x. See also the 'label_handling' property for how labels are treated in this mode. Note that axis pairing can be subtle, and it is recommended to not blindly trust that the default behavior is always what the user intended.

verbose name
Axis Pairing
default value
default
port type
EnumPort
value type
str (can be None)

label_pairing

How to treat axis labels when pairing axes in 'matched' mode. In 'always' mode, labels are always considered significant, and axes with different labels are always considered distinct, which means that, if the two operands each have an axis of same type but with different labels, each operand will have a singleton axis inserted to pair with the respective axis in the other operand. In 'ignore' mode, labels are entirely ignored when pairing axes; this means that, if multiple axes of the same type occur in one or more operands, the last space axis in the first operand is paired with the last space axis in the second operand, etc. as in positional mode. In 'auto' mode, labels are only considered significant if they are necessary for distinguishing two or more axes of the same type in any of the operands, or if they occur on a plain axis.

verbose name
Label Pairing
default value
auto
port type
EnumPort
value type
str (can be None)

lists_as_arrays

Whether to treat lists as numeric arrays, as opposed to a recursive data structure. This is equivalent to converting any list operand(s) to arrays before passing them to the node. Broadly, enabling this allows for more efficient processing of large lists of either numbers, or lists of many smaller arrays, with some limitations and caveats, as follows. If one operand was a list and the other an array, an array will be returned, and if all were lists, a list will be returned (if the operand lists themselves contained arrays, the result is still a "pure" list of potentially nested lists of numbers). A limitation is that input lists may contain ONLY numbers or arrays of the same shape (e..g., no lists of blocks or packets, dictionaries, or irregular array shapes in this mode). In contrast, when the option is disabled, then if one operand is a list and the other is not a list (e.g., a number, array, block, packet, etc), then each element of the list is separately undergoing the operation while the other operand is held fixed. This has the consequence that a) the result will generally be a list if at least one operand is a list and b) the result will be mathematically different when one is a list and the other is an array, because the array will be separately combined with each list element. Note the default for this option was enabled by default in NeuroPype 2023. The option can also be set globally or in a context using the WithOptions node, for example for pipeline-wide backwards compatibility.

verbose name
Lists As Arrays
default value
False
port type
BoolPort
value type
bool (can be None)