name: IOTA
full_form: Isotropic Orthogonal Transform Algorithm
context: Figure 26F: UE Measurement Initiation procedure, Successful Operation The procedure is initiated with a UE MEASUREMENT INITIATION REQUEST message sent from the DRNC to the SRNC. Upon receipt the SRNC shall, provided that it determines that the measurement can be performed by the UE, initiate and forward the requested UE measurement according to the parameters given in the UE MEASUREMENT INITIATION REQUEST message. If the UE MEASUREMENT INITIATION REQUEST message includes the UE Measurement Parameter Modification Allowed IE with a value of âParameter Modification Allowedâ the UE Measurement Report Characteristics IE and the Measurement Filter Coefficient IE, if it is included, are suggested values, otherwise the values of these parameters must be fulfilled. [3.84 Mcps TDD â If the UE Measurement Timeslot Information HCR IE is provided, the measurement request shall apply for the requested timeslot(s) individually. If the UE Measurement Timeslot Information HCR IE are not provided the
description: The Isotropic Orthogonal Transform Algorithm (IOTA) is a mathematical technique used to optimize the localization of signals in both time and frequency domains. It is applied to the Gaussian function to produce an IOTA filter, which guarantees quasi-optimal localization properties. The IOTA function has unique characteristics, such as being identical to its Fourier Transform, making it suitable for use in OFDM (Orthogonal Frequency Division Multiplexing) systems.
explanation: IOTA is classified under the Algorithm category because it describes a specific set of instructions or rules (the algorithm) used to process data (signals) within telecommunications systems.
section_title: 4.2.2	IOTA filter
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