base of natural log
- 2
- anticommutator
- 5.1.1
- apply
- 5.1.1
| 5.1.1
| 8.1
- array
- 4.6
- arrays
- array functions
- 4.6
- assignment
- 2
- assume
- 4.5
| 6.9
| 8.1
- bell
- 4.6
- Bell states
- 4.6
- belln
- 4.6
- bra_n
- 4.2
- braketp
- 7.1.2
- brap
- 7.1.2
- brax
- 4.1
| 4.1
- bray
- 4.1
| 4.1
- braz
- 4.1
- cnot
- 5.4.2
| 5.4.3
- commutator
- 5.1.1
- complex numbers
- 2
- declaring variable complex
- 8.1
- concurrence
- 6.7
- conjsimp
- 8.1
- conjugate transpose
- 3
- cons
- 5.4.1
- controlled_gate
- 5.4.2
- correlation tensor
- 5.1.3
- correlation_tensor
- 5.1.5
- cphase
- 5.4.3
- create_list
- 8.1
- crot
- 5.4.3
- ctranspose
- 3
| 4.3
- declare
- 8.1
- density operator
- of a pure state
- 4.3
- dot product
- 2
- dyad
- 2
| 4.3
- emacs
- 1
- entanglement swapping
- no title
- entropy
- 6.2
- of a pure state
- 6.9
- of a reduced state
- 6.9
- of Werner state
- 4.8
- Rényi
- 6.3
- Tsallis
- 6.4
- von Neumann
- 6.2
- entropyf
- 6.2
- equality
- testing for
- 4.3
- expand
- 2
- fidelity
- 6.6
- fredkin
- 5.4.6
- functions
- user defined
- 2
| 2
- gates
- 5.4
- genmatrix
- 4.6
- gzh
- 4.7
- gzhn
- 4.7
- hadamard
- 5.4.1
- hermitian conjugate
- 3
- identity matrix
- creating
- 8.1
- testing for
- 4.6
| 7.1.1
- identitymatrixp
- 4.6
| 7.1.1
- imaginary unit
- 2
- imaxima
- 1
- infix
- 2
- inner product
- 2
- of state vectors
- 4.3
- insert_operator
- 5.3
- invpauliexp
- 5.1.4
- is
- 4.3
| 4.4
| 4.5
- itensor
- 5.1.1
- ket_n
- 4.2
- ketp
- 7.1.2
- kets
- creating a ket
- see states
- representation
- 3
- ketx
- 4.1
| 4.1
- kety
- 4.1
| 4.1
- ketz
- 4.1
- kronecker_product
- 2
- lambda
- 4.6
- levi-civita tensor
- 5.1.1
- listify
- 5.1.1
- loading qinf
- 2
- mapapply
- 5.1.1
- mat_trace
- 6.1
- mat_unblocker
- 5.1.1
- matrix
- 6.1
- creating
- 6.1
- multiplication
- 2
- trace
- 6.1
- normalize_matrix
- 7.2.2
- normalize_vector
- 7.2.1
- orthonormality
- of Bell states
- 4.6
- otimes
- 2
| 4.4
- outer product
- 2
- of state vectors
- 4.3
- pauli
- 5.1.1
- pauli matrices
- 5.1
- pauli_product
- 5.1.2
- pauliexp
- 5.1.3
- permutations
- 5.1.1
- pi
- 2
- plot2d
- 6.9
- plotting
- 6.9
- proj
- 4.3
| 4.3
| 4.3
- projection operator
- 4.3
- projective measure
- 8.1
- ptrace
- 6.1
| 6.1
| 8.1
| 8.1
- ptracen(
)
- 6.1
| 6.1
- purity
- 6.5
| 6.9
- qdensity
- 1.1
- ratsimp
- 6.1
- reduced state
- 8.1
- renyi_entropy
- 6.3
- renyi_entropyf
- 6.3
- rotation
- spinor
- 5.2
- Schmidt basis
- 4.5
- Schmidt coefficients
- 8.1
- schmidt_ket
- 4.5
- separability
- 6.8
- separable
- 6.8
- simplified
- 2
- spinor_rotation
- 5.2
- spinor_rotation_trig
- 5.2
- square_matp
- 7.1.3
- states
- creating a ket
- 4.1
- suppressing output
- 2
- swap
- 5.4.4
- tensor power
- 4.4
- tensor product
- 2
| 4.4
- matrix representation
- 3
- tensor_power
- 4.4
- tensor_product
- 2
| 4.4
- texmacs
- 1
- toffoli
- 5.4.5
- tovect
- 4.3
- trace
- of matrix
- 6.1
- partial trace of matrix
- 6.1
- tsallis_entropy
- 6.4
- tsallis_entropyf
- 6.4
- werner
- 4.8
- Wootter
- 6.7
- wxmaxima
- 1
- wxplot2d
- 6.9
- zeromatrixp
- 4.6
John Lapeyre
2008-09-02