Table of Contents - M500-0.9.6 Documentation
Classes and Modules
- Array
- Counting
- Decimal
- EmptySetClass
- Enumerable
- Float
- Fraction
- InfinityClass
- Integer
- Kettenbruch
- List
- List::dig
- Matrix
- NANClass
- Natural
- Natural::Prep
- NaughtClass
- Numeric
- Object
- Quotient
- Rational
- Real
- SGML
- ST
- Sequence
- Set
- Sigma
- String
- Symbolic_Prod
- Symbolic_Term
- Symbolic_statment
- Tensor
- Zahlen
Methods
- ::I — Matrix
- ::Separator — Kettenbruch
- ::Separator= — Kettenbruch
- ::[] — List
- ::allseitigfactory — Kettenbruch
- ::builder — Tensor
- ::cols — Matrix
- ::continuedFractionFactory — Real
- ::csv — Matrix
- ::decimalSeparator — Decimal
- ::defines — Real
- ::diagonal — Matrix
- ::epsilon — Sigma
- ::epsilon — Real
- ::euclid — Kettenbruch
- ::fractionSeparator — Fraction
- ::gcontinuedFractionFactory — Real
- ::identity — Matrix
- ::instanciate — Matrix
- ::instanciate — Tensor
- ::leichtfactory — Kettenbruch
- ::new — List
- ::new — Set
- ::new — Set
- ::new — Sigma
- ::new — Sequence
- ::new — Natural
- ::new — Natural::Prep
- ::new — NaughtClass
- ::new — InfinityClass
- ::new — Counting
- ::new — Counting
- ::new — Zahlen
- ::new — Zahlen
- ::new — Quotient
- ::new — Decimal
- ::new — Fraction
- ::new — Kettenbruch
- ::new — Real
- ::new — Symbolic_Term
- ::new — Symbolic_Prod
- ::new — Symbolic_statment
- ::new — Matrix
- ::new — Tensor
- ::new! — List
- ::new! — Set
- ::new! — Sigma
- ::new! — Natural
- ::new! — NaughtClass
- ::new! — InfinityClass
- ::new! — Counting
- ::new! — Zahlen
- ::new! — Quotient
- ::new! — Decimal
- ::new! — Fraction
- ::new! — Kettenbruch
- ::new! — Real
- ::new! — Tensor
- ::precision — Decimal
- ::precision= — Decimal
- ::precision= — Kettenbruch
- ::rows — Matrix
- ::s_add — Real
- ::scalar — Matrix
- ::unit — Matrix
- ::zero — Matrix
- #% — Natural
- #% — Counting
- #% — Zahlen
- #% — Quotient
- #& — List
- #* — List
- #* — Natural
- #* — NaughtClass
- #* — InfinityClass
- #* — Counting
- #* — Zahlen
- #* — Quotient
- #* — Decimal
- #* — Fraction
- #* — Kettenbruch
- #* — Symbolic_Term
- #* — Symbolic_Prod
- #* — Matrix
- #* — Tensor
- #** — Integer
- #** — Natural
- #** — NaughtClass
- #** — InfinityClass
- #** — Counting
- #** — Zahlen
- #** — Quotient
- #** — Decimal
- #** — Kettenbruch
- #+ — List
- #+ — Natural
- #+ — NaughtClass
- #+ — InfinityClass
- #+ — Counting
- #+ — Zahlen
- #+ — Quotient
- #+ — Decimal
- #+ — Fraction
- #+ — Kettenbruch
- #+ — Symbolic_Term
- #+ — Symbolic_Prod
- #+ — Matrix
- #+ — Tensor
- #- — List
- #- — Natural
- #- — NaughtClass
- #- — InfinityClass
- #- — Counting
- #- — Zahlen
- #- — Quotient
- #- — Decimal
- #- — Fraction
- #- — Kettenbruch
- #- — Symbolic_Term
- #- — Symbolic_Prod
- #- — Matrix
- #/ — Natural
- #/ — NaughtClass
- #/ — InfinityClass
- #/ — Counting
- #/ — Zahlen
- #/ — Quotient
- #/ — Decimal
- #/ — Fraction
- #/ — Kettenbruch
- #/ — Symbolic_Term
- #/ — Symbolic_Prod
- #< — List
- #< — InfinityClass
- #<< — List
- #<= — List
- #<=> — Natural
- #<=> — NaughtClass
- #<=> — Counting
- #<=> — Zahlen
- #<=> — Quotient
- #<=> — Decimal
- #<=> — Fraction
- #<=> — Kettenbruch
- #<=> — Matrix
- #== — List
- #== — Natural
- #== — InfinityClass
- #== — Quotient
- #== — Decimal
- #== — Kettenbruch
- #== — Matrix
- #=== — Quotient
- #> — List
- #> — InfinityClass
- #>= — List
- #Counting — Object
- #Decimal — Object
- #Fraction — Object
- #Kettenbruch — Object
- #List — Object
- #Matrix — Object
- #Natural — Object
- #Quotient — Object
- #Real — Object
- #Sequence — Object
- #Set — Object
- #Sigma — Object
- #Symbolic_Prod — Object
- #Symbolic_Term — Object
- #Tensor — Object
- #Zahlen — Object
- #^ — List
- #abs — Natural
- #abs — Counting
- #abs — Zahlen
- #abs — Quotient
- #add — List
- #add? — List
- #add_exponent_accessor — Symbolic_Term
- #add_exponent_accessor — Symbolic_Prod
- #addition — Fraction
- #append_K — String
- #arity — Symbolic_Prod
- #cannonical_term_sorted_list — Symbolic_Prod
- #cartisian — List
- #categorise_list — List
- #classify — List
- #clear — List
- #coef_methods — Symbolic_Prod
- #coerce — Numeric
- #coerce — Integer
- #coerce — Natural
- #coerce — NaughtClass
- #coerce — InfinityClass
- #coerce — Counting
- #coerce — Zahlen
- #coerce — Quotient
- #coerce — Decimal
- #coerce — Fraction
- #coerce — Kettenbruch
- #coerce — Symbolic_Term
- #coerce — Symbolic_Prod
- #collect! — List
- #column_vectors — Matrix
- #contain_by_rule — List
- #contianed_list? — List
- #contianing_list? — List
- #contra — Tensor
- #convergents — Sigma
- #convergents — Kettenbruch
- #d2Frac — Decimal
- #delete — List
- #delete? — List
- #delete_if — List
- #deltaNextPrime — Natural::Prep
- #diavmod — Quotient
- #difference — List
- #div — Natural
- #div — NaughtClass
- #divmod — Natural
- #each — List
- #each — Counting
- #each — Matrix
- #each_m — Matrix
- #each_n — Matrix
- #empty? — List
- #emptySet — Object
- #eql? — List
- #equivClassChck — Natural::Prep
- #exponent_full_sorted_list — Symbolic_Prod
- #exponent_list — Symbolic_Term
- #exponent_sorted_list — Symbolic_Prod
- #exponents_add — Symbolic_Term
- #exponents_add — Symbolic_Prod
- #factorial — Counting
- #factorial_1 — Counting
- #flatten — List
- #flatten! — List
- #flatten_merge — List
- #freeze — List
- #gcd — Natural
- #gcd — Zahlen
- #gcd2 — Natural
- #gcdlcm — Natural
- #hash — List
- #hash — Natural
- #hash — Counting
- #hash — Quotient
- #hash — Fraction
- #include? — List
- #indicies — Tensor
- #infinity — Object
- #initialize_copy — List
- #inspect — List
- #inspect — Natural
- #inspect — Counting
- #inspect — Zahlen
- #inspect — Quotient
- #inspect — Decimal
- #inspect — Fraction
- #inspect — Kettenbruch
- #inspect — Symbolic_Term
- #intersection — List
- #irrational — Sigma
- #irrational? — Numeric
- #irrational? — Kettenbruch
- #isRE? — Decimal
- #isRE? — Kettenbruch
- #is_0? — Integer
- #is_0? — Float
- #is_0? — Natural
- #is_0? — NaughtClass
- #is_0? — InfinityClass
- #is_0? — Quotient
- #is_0? — Decimal
- #is_0? — Fraction
- #is_Dec? — String
- #is_Frac? — String
- #is_K? — String
- #is_K_Leicht? — String
- #is_N0? — String
- #is_N? — String
- #is_Q? — String
- #is_R? — String
- #is_Sig? — String
- #is_Z? — String
- #is_f? — String
- #is_r? — String
- #is_tr? — Matrix
- #k2Frac — Kettenbruch
- #keep_if — List
- #last2convergents — Kettenbruch
- #lcm — Natural
- #length — List
- #map! — List
- #max= — Natural::Prep
- #member? — List
- #merge — List
- #minus — Decimal
- #nan — Object
- #naught — Object
- #next — Sigma
- #next — Natural
- #next — Natural::Prep
- #next — NaughtClass
- #next — InfinityClass
- #next — Counting
- #next — Zahlen
- #nextP — Natural::Prep
- #next_prime — Natural
- #next_prime — Zahlen
- #og! — Matrix
- #operation — Kettenbruch
- #parse — Symbolic_Term
- #parse — Symbolic_Prod
- #partition — Kettenbruch
- #plus — Decimal
- #power! — Integer
- #pp — List
- #pp_cycle — List
- #pretty_print — List
- #pretty_print_cycle — List
- #product — Tensor
- #proper_subset? — List
- #proper_superset? — List
- #q2Dec — Quotient
- #quo — Integer
- #rational? — Sigma
- #rational? — Numeric
- #rational? — Kettenbruch
- #rdiv — Integer
- #reciprical — Kettenbruch
- #reject! — List
- #replace — List
- #row_vectors — Matrix
- #rpower — Integer
- #select! — List
- #setdelta — Quotient
- #setdelta — Decimal
- #setdelta — Fraction
- #sgml_id — Numeric
- #sgml_id — SGML
- #showRE — Decimal
- #showRE — Kettenbruch
- #size — List
- #size — Matrix
- #strict_contianing_list? — List
- #strictly_contianed_list? — List
- #subset? — List
- #subtract — List
- #succ — Natural
- #succ — NaughtClass
- #succ — InfinityClass
- #succ — Counting
- #succ — Zahlen
- #succ — Quotient
- #succ — Decimal
- #succ — Fraction
- #succ — Kettenbruch
- #superset? — List
- #sym_diff — List
- #symetric_difference — List
- #taint — List
- #to_Ball — Real
- #to_Ball! — Real
- #to_Dec — Sigma
- #to_Dec — String
- #to_Dec — Numeric
- #to_Dec — Integer
- #to_Dec — Float
- #to_Dec — NaughtClass
- #to_Dec — EmptySetClass
- #to_Dec — InfinityClass
- #to_Dec — Counting
- #to_Dec — Zahlen
- #to_Dec — Quotient
- #to_Dec — Fraction
- #to_Dec — Kettenbruch
- #to_Dec — Real
- #to_Frac — String
- #to_Frac — Numeric
- #to_Frac — Integer
- #to_Frac — Float
- #to_Frac — NaughtClass
- #to_Frac — EmptySetClass
- #to_Frac — InfinityClass
- #to_Frac — Counting
- #to_Frac — Zahlen
- #to_Frac — Quotient
- #to_Frac — Decimal
- #to_Frac — Kettenbruch
- #to_Frac — Real
- #to_K — Array
- #to_K — String
- #to_K — Numeric
- #to_K — Integer
- #to_K — Float
- #to_K — EmptySetClass
- #to_K — Counting
- #to_K — Zahlen
- #to_K — Quotient
- #to_K — Decimal
- #to_K — Fraction
- #to_N — String
- #to_N — Numeric
- #to_N — Integer
- #to_N — Float
- #to_N — NaughtClass
- #to_N — EmptySetClass
- #to_N — InfinityClass
- #to_N — Counting
- #to_N — Zahlen
- #to_N — Decimal
- #to_N — Kettenbruch
- #to_N — Real
- #to_N0 — String
- #to_N0 — Numeric
- #to_N0 — Integer
- #to_N0 — Float
- #to_N0 — EmptySetClass
- #to_N0 — Zahlen
- #to_N0 — Decimal
- #to_N0 — Kettenbruch
- #to_N0 — Real
- #to_Q — Sigma
- #to_Q — String
- #to_Q — Numeric
- #to_Q — Integer
- #to_Q — Float
- #to_Q — Natural
- #to_Q — NaughtClass
- #to_Q — EmptySetClass
- #to_Q — InfinityClass
- #to_Q — Counting
- #to_Q — Zahlen
- #to_Q — Decimal
- #to_Q — Fraction
- #to_Q — Kettenbruch
- #to_Q — Real
- #to_R — Numeric
- #to_R — Integer
- #to_R — Float
- #to_R — NaughtClass
- #to_R — EmptySetClass
- #to_R — InfinityClass
- #to_R — Counting
- #to_R — Zahlen
- #to_R — Decimal
- #to_R — Kettenbruch
- #to_ST — String
- #to_Series — Sequence
- #to_Set — Sequence
- #to_Sig — String
- #to_Sig — Numeric
- #to_Sig — Integer
- #to_Sig — Float
- #to_Sig — EmptySetClass
- #to_Sig — Counting
- #to_Sig — Zahlen
- #to_Sig — Quotient
- #to_Sig — Decimal
- #to_Sig — Fraction
- #to_Z — String
- #to_Z — Numeric
- #to_Z — Integer
- #to_Z — Float
- #to_Z — NaughtClass
- #to_Z — EmptySetClass
- #to_Z — InfinityClass
- #to_Z — Counting
- #to_Z — Zahlen
- #to_Z — Quotient
- #to_Z — Decimal
- #to_Z — Kettenbruch
- #to_Z — Real
- #to_a — List
- #to_a — Sigma
- #to_a — Kettenbruch
- #to_a — Real
- #to_cols — Sequence
- #to_csv — Matrix
- #to_csv — Tensor
- #to_digits — Decimal
- #to_f — Natural
- #to_f — NaughtClass
- #to_f — InfinityClass
- #to_f — Counting
- #to_f — Zahlen
- #to_f — Quotient
- #to_f — Decimal
- #to_f — Fraction
- #to_f — Kettenbruch
- #to_full_statement — Symbolic_Prod
- #to_h — Sequence
- #to_h — Tensor
- #to_i — Natural
- #to_i — NaughtClass
- #to_i — InfinityClass
- #to_i — Counting
- #to_i — Zahlen
- #to_i — Quotient
- #to_list — Enumerable
- #to_s — Sigma
- #to_s — Natural
- #to_s — NaughtClass
- #to_s — EmptySetClass
- #to_s — InfinityClass
- #to_s — Counting
- #to_s — Zahlen
- #to_s — Quotient
- #to_s — Decimal
- #to_s — Fraction
- #to_s — Kettenbruch
- #to_s — Real
- #to_s — Symbolic_Term
- #to_s — Symbolic_Prod
- #to_s — Matrix
- #to_s — Tensor
- #to_s! — Decimal
- #to_s_KM — Quotient
- #to_sgml — Numeric
- #to_sgml — Integer
- #to_sgml — Float
- #to_sgml — Rational
- #to_sgml — Natural
- #to_sgml — NaughtClass
- #to_sgml — EmptySetClass
- #to_sgml — NANClass
- #to_sgml — InfinityClass
- #to_sgml — Counting
- #to_sgml — Zahlen
- #to_sgml — Quotient
- #to_sgml — Decimal
- #to_sgml — Fraction
- #to_sgml — Kettenbruch
- #to_sgml — Real
- #to_sgml — Matrix
- #to_sgml — Tensor
- #to_statement — Symbolic_Term
- #to_statement — Symbolic_Prod
- #tog_sgml_id — SGML
- #tr! — Matrix
- #transpose — Matrix
- #union — List
- #untaint — List
- #updateApprox — Sigma
- #updateApprox — Real
- #updateApprox1 — Sigma
- #updateApprox1 — Real
- #with_enum — List
- #x — List
- #| — List