Two-sided test - A two-sided test evaluates departures from a null hypothesis in either direction.
Two-stream self-attention - Two-stream self-attention is XLNet's mechanism for maintaining separate content and query representations at token positions.
Two-Tower Embedding Model - A Two-Tower Embedding Model uses two encoders to map two kinds of input, such as queries and documents or users and items, into compatible vector...
Twoway factorial design - A two-way factorial design studies two factors by including every combination of their selected levels.
Twyman's law - Twyman's law is a practical warning that an unusually interesting result deserves especially careful checking because an error may explain it.
Type-1 OWA operators - Type-1 OWA operators extend ordered weighted averaging to aggregate information represented by type-1 fuzzy sets, with weights that can also be type-1 fuzzy...
Type A strategy - A type A strategy is Claude Shannon's historical term for a game-playing approach that considers all move variations to a predetermined depth and then...
Type B strategy - A type B strategy is Claude Shannon's historical approach to game search that selects which variations to investigate and extends important lines toward...
Type-Casting - Type-casting is the conversion of a value from one data type to another according to a programming language or database system's rules.
Type constraint - A type constraint restricts the kinds of values or objects that may appear in a particular position or operation.
Type I error - A Type I error occurs when a statistical hypothesis test rejects a null hypothesis that is true.
Type II error - A Type II error occurs when a statistical test fails to reject a null hypothesis that is false.
Type III error - Type III error is a statistical expression with several meanings, so its intended definition must be stated.
Type signature - A type signature specifies the types of inputs and outputs associated with a function or operation.
Type - token distinction - The type - token distinction separates a repeatable kind or pattern from a particular instance of it.