Quantized detection in uplink MIMO with oversampling
First Claim
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1. A method of a quantized detection in an uplink mimo with oversampling which takes samples faster than a symbol rate for the uplink MIMO with a 1-bit ADC, the method comprising the steps of:
- obtaining a relation between transmitted data symbols x and a quantized temporally oversampled observation vector r in a simple form y=Hx+n, by deriving an oversampled channel matrix H, a detector providing an estimate for the transmitted data symbols x based on the quantized temporally oversampled observation vector r, the oversampled channel matrix H and a derived simple relation between the oversampled channel matrix H and the quantized temporally oversampled observation vector r=Q(Hx+n);
wherein Q(Hx+n) is a quantizer function mapping an input of a quantizer to discrete levels, and n is a noise vector; and
wherein the detector utilizes a temporal oversampling in the uplink quantized MIMO method.
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Abstract
The invention relates to a quantized detection in uplink mimo with oversampling that is a temporal oversampling in quantized uplink MIMO systems.
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11 Claims
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1. A method of a quantized detection in an uplink mimo with oversampling which takes samples faster than a symbol rate for the uplink MIMO with a 1-bit ADC, the method comprising the steps of:
obtaining a relation between transmitted data symbols x and a quantized temporally oversampled observation vector r in a simple form y=Hx+n, by deriving an oversampled channel matrix H, a detector providing an estimate for the transmitted data symbols x based on the quantized temporally oversampled observation vector r, the oversampled channel matrix H and a derived simple relation between the oversampled channel matrix H and the quantized temporally oversampled observation vector r=Q(Hx+n);
wherein Q(Hx+n) is a quantizer function mapping an input of a quantizer to discrete levels, and n is a noise vector; and
wherein the detector utilizes a temporal oversampling in the uplink quantized MIMO method.- View Dependent Claims (2, 3, 4, 5, 6, 7, 8, 9, 10, 11)
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