Cramer–Rao Lower Bound for Constrained Complex Parameters
... useful developments of the CRB theory have been presented in later research. The first being a CRB formulation for unconstrained complex parameters given in [2]. This treatment has valuable applications in studying the base-band performance of modern communication systems where the problem of estima ...
... useful developments of the CRB theory have been presented in later research. The first being a CRB formulation for unconstrained complex parameters given in [2]. This treatment has valuable applications in studying the base-band performance of modern communication systems where the problem of estima ...
SMOOTH ANALYSIS OF THE CONDITION NUMBER AND THE
... sn becomes much harder (in particular, for discrete distributions such as Bernoulli, in which x = ±1 with equal probability 1/2). For example, it is already non-trivial to prove that the least singular value of a random Bernoulli matrix is positive with probability 1 − o(1). This was first done by Ko ...
... sn becomes much harder (in particular, for discrete distributions such as Bernoulli, in which x = ±1 with equal probability 1/2). For example, it is already non-trivial to prove that the least singular value of a random Bernoulli matrix is positive with probability 1 − o(1). This was first done by Ko ...
GENERATING SETS 1. Introduction In R
... We’ve found a pair of generators for Sn consisting of a transposition and n-cycle, and then a transposition and (n − 1)-cycle. These have orders 2 and n, and then 2 and n − 1. How small can the orders of a pair of generators of Sn be? Theorem 2.7. For n ≥ 3 except for n = 5, 6, 8, Sn is generated by ...
... We’ve found a pair of generators for Sn consisting of a transposition and n-cycle, and then a transposition and (n − 1)-cycle. These have orders 2 and n, and then 2 and n − 1. How small can the orders of a pair of generators of Sn be? Theorem 2.7. For n ≥ 3 except for n = 5, 6, 8, Sn is generated by ...
