Abstracts Plenary Talks
... Abstract: Simple inductive limits of (sequences of) matrix algebras over one-dimensional (metrizable) locally compact spaces were classified by Liangqing Li, after earlier work by me in the case of circles. It turns out that, as a consequence of the work of Li, the case of circles exhausts the simpl ...
... Abstract: Simple inductive limits of (sequences of) matrix algebras over one-dimensional (metrizable) locally compact spaces were classified by Liangqing Li, after earlier work by me in the case of circles. It turns out that, as a consequence of the work of Li, the case of circles exhausts the simpl ...
Slide 1
... $1.25 per share. By what amount did the total value of the company’s stock change if the company has issued 500,000 shares of stock? ...
... $1.25 per share. By what amount did the total value of the company’s stock change if the company has issued 500,000 shares of stock? ...
Möbius Transformations
... We denote the 2 × 2 multiplicative identity matrix by I2 , and as such, M · I2 = I2 · M = M for any 2 × 2 matrix M . This is one example of a situation where multiplication is commutative for 2 × 2 matrices. Do not be fooled, in general, M1 · M2 ̸= M2 · M1 , so order matters. However, we do get that ...
... We denote the 2 × 2 multiplicative identity matrix by I2 , and as such, M · I2 = I2 · M = M for any 2 × 2 matrix M . This is one example of a situation where multiplication is commutative for 2 × 2 matrices. Do not be fooled, in general, M1 · M2 ̸= M2 · M1 , so order matters. However, we do get that ...
