sc::MOIndexSpace(3)
π sc::MOIndexSpace β MPQC manual, section 3 π
okay so bestie, this is the MPQC manual page for sc::MOIndexSpace(3). It's giving class-that-describes-a-range-of-molecular-orbitals energy, and we're gonna get into every constructor, member, and inherited bit. no cap. β¨
β¨ NAME β¨
sc::MOIndexSpace β Class MOIndexSpace describes a range of molecular orbitals or similar objects that are linear combinations of basis functions (e.g. atomic orbitals).
π¦ SYNOPSIS π¦
#include <moindexspace.h>
Inherits sc::SavableState. periodt. π
π Public Types π
enum IndexOrder { symmetry = 0, energy = 1, undefined = 2 }β Describes the ordering of indices. iykyk.
π Public Member Functions π
MOIndexSpace (StateIn &)β constructor that takes aStateIn &; the page doesn't add extra prose for this one.MOIndexSpace (std::string name, const RefSCMatrix &full_coefs, const Ref< GaussianBasisSet > basis, const Ref< Integral > &integral, const vector< int > &offsets, const vector< int > &nmopi, IndexOrder moorder=symmetry, const RefDiagSCMatrix &evals=0)β constructs anMOIndexSpacefrom the (blocked) spacefull_coefs. This function constructs an MOIndexSpace from (blocked) space full_coefs.MOIndexSpace (std::string name, const RefSCMatrix &full_coefs, const Ref< GaussianBasisSet > basis, const Ref< Integral > &integral, const RefDiagSCMatrix &evals, int nfzc, int nfzv, IndexOrder moorder=energy)β use this when theMOIndexSpaceobject is a subspace of a full orbital space. This constructor should be used when the MOIndexSpace object is a subspace of a full orbital space.MOIndexSpace (std::string name, const RefSCMatrix &full_coefs, const Ref< GaussianBasisSet > basis, const Ref< Integral > &integral)β use this when theMOIndexSpaceobject is the full orbital space; the orbitals will be symmetry-blocked. iconic. πΈMOIndexSpace (std::string name, const Ref< MOIndexSpace > &orig_space, const RefSCMatrix &new_coefs, const Ref< GaussianBasisSet > &new_basis)β this constructor is a true hack introduced because the author had no idea how to construct what they needed. It copiesorig_spacebut replaces itscoefswithnew_coefs, and itsbasiswithnew_basis.void save_data_state (StateOut &)β Save the base classes (withsave_data_state) and the members in the same order that theStateInCTOR initializes them.const std::string name () constβ Returns the name of thisMOIndexSpace.const Ref< GaussianBasisSet > basis () constβ Returns the AO basis set.Ref< Integral > integral () constβ Returns the integral factory used to instantiate the coefficient matrix.const RefSCMatrix coefs () constβ Returns the coefficient matrix.const RefDiagSCMatrix evals () constβ Returns the'eigenvalues'matrix.vector< int > mosym () constβ Returns the orbital symmetry array.IndexOrder moorder () constβ Returns the order of the orbitals.int rank () constβ Returns the rank of the space.int full_rank () constβ Returns the rank of the full space.int nblocks () constβ Returns the number of blocks.vector< int > nmo () constβ Returns the number of orbitals in each block.vector< int > offsets () constβ Returns the full-space index of the first orbital in each block.int to_full_space (const int i) constβ Returns the full-space index.size_t memory_in_use () constβ Returns how much'significant'(i.e.O^2) memory this object uses.void print (std::ostream &o=ExEnv::out0()) constβ Prints out this.void print_summary (std::ostream &os) constβ Produces a short summary.
π«Ά Additional Inherited Members π«Ά
The original page puts this heading here but doesn't list any extra inherited members under it. so yeah, nothing else to report, bestie. π
πΈ Detailed Description πΈ
Class MOIndexSpace describes a range of molecular orbitals or similar objects that are linear combinations of basis functions (e.g. atomic orbitals). In general, such sets are subspaces of a full space of orbitals supported by the given basis. Orbitals can be symmetry-blocked, ordered by energy, etc. Examples of sets that can be described using MOIndexSpace are occupied MOs and virtual MOs. literally iconic. π
π Constructor & Destructor Documentation π
π sc::MOIndexSpace::MOIndexSpace β the blocked-space constructor π
sc::MOIndexSpace::MOIndexSpace (std::string name, const RefSCMatrix &
full_coefs, const Ref< GaussianBasisSet > basis, const Ref< Integral > &
integral, const vector< int > & offsets, const vector< int > & nmopi,
IndexOrder moorder = symmetry, const RefDiagSCMatrix & evals = 0)
This function constructs an MOIndexSpace from (blocked) space full_coefs. Block i will contain vectors [ offsets[i], offsets[i]+nmopi[i]-1 ].
By default, the space maintains the same blocked structure and the same order within blocks as the original space (moorder=symmetry). If moorder=energy and eigenvalues evals are provided, then all vectors will be put in one block and sorted according to ascending evals. slay. β¨
π Parameters
nameβ the name of thisMOIndexSpacefull_coefsβ symmetry-blocked transformation coefficient matrix (AO by MO) for the full spacebasisβ basis setintegralβ integral factoryoffsetsβ block offsetsnmopiβ new block sizesmoorderβ specifies new ordering of vectorsevalsβ used to sort the vectors
π sc::MOIndexSpace::MOIndexSpace β the subspace constructor π
sc::MOIndexSpace::MOIndexSpace (std::string name, const RefSCMatrix &
full_coefs, const Ref< GaussianBasisSet > basis, const Ref< Integral > &
integral, const RefDiagSCMatrix & evals, int nfzc, int nfzv, IndexOrder
moorder = energy)
This constructor should be used when the MOIndexSpace object is a subspace of a full orbital space. Similarly to the previous constructor, it constructs an MOIndexSpace object using a symmetry-blocked transformation coefficient matrix (AO by MO) for the full space, basis set, 'eigenvalues' and the number of orbitals with lowest (nfzc) and highest (nfzv) eigenvalues to be dropped. The orbitals in the constructed space are ordered by energy. bestie, it's giving sorted. π«Ά
π¦ sc::MOIndexSpace::MOIndexSpace β the full-space constructor π¦
sc::MOIndexSpace::MOIndexSpace (std::string name, const RefSCMatrix &
full_coefs, const Ref< GaussianBasisSet > basis, const Ref< Integral > &
integral)
This constructor should be used when the MOIndexSpace object is the full orbital space. The orbitals will be symmetry-blocked. main character energy fr fr. π
π§ sc::MOIndexSpace::MOIndexSpace β the hack constructor π§
sc::MOIndexSpace::MOIndexSpace (std::string name, const Ref< MOIndexSpace >
& orig_space, const RefSCMatrix & new_coefs, const Ref< GaussianBasisSet
> & new_basis)
This constructor is a true hack introduced because the author had no idea how to construct what they needed. It will copy orig_space but replace its coefs with new_coefs, and its basis with new_basis.
The original page literally calls this one "a true hack" β iconic, honestly. π
π₯ Member Function Documentation π₯
β void sc::MOIndexSpace::save_data_state (StateOut &) [virtual] β
Save the base classes (with save_data_state) and the members in the same order that the StateIn CTOR initializes them. This must be implemented by the derived class if the class has data.
Reimplemented from sc::SavableState. periodt. π
π«Ά AUTHOR π«Ά
The page says: Generated automatically by Doxygen for MPQC from the source code. slay, Doxygen. π
π Version 2.3.1, Sun Oct 4 2020, sc::MOIndexSpace(3) β generated automatically by Doxygen for MPQC from the source code. byeeee bestie π«Ά
π¦ where this page comes from
- ubuntu jammy: libsc-doc 2.3.1-21
- π girlified by deepseek-ai/DeepSeek-V4.1-Flash-1017 on : a language model's rewrite of the original, under its terms