Linear Algebra and Matrices
... • Determinants are mathematical objects that are very useful in the analysis and solution of systems of linear equations (i.e. GLMs). • The determinant is a function that associates a scalar det(A) to every square matrix A. – Input is nxn matrix – Output is a single number (real or complex) called t ...
... • Determinants are mathematical objects that are very useful in the analysis and solution of systems of linear equations (i.e. GLMs). • The determinant is a function that associates a scalar det(A) to every square matrix A. – Input is nxn matrix – Output is a single number (real or complex) called t ...
Combining systems: the tensor product and partial trace
... always assume that our systems are finite dimensional. We do this because everything we will discuss transfers without change to infinite dimensional systems. Further, when one actually simulates a system on a computer, one must always truncate an infinite dimensional space so that it is finite. Con ...
... always assume that our systems are finite dimensional. We do this because everything we will discuss transfers without change to infinite dimensional systems. Further, when one actually simulates a system on a computer, one must always truncate an infinite dimensional space so that it is finite. Con ...
