English words for '(mathematics) A sequence of eigenvalues'
Closest matches for "(mathematics) A sequence of eigenvalues" are ranked by semantic fit across dictionary definitions.
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adj
- (mathematics, of an eigenvalue) Having multiple different (linearly independent) eigenvectors.
- (physics) Having the same quantum energy level.
- Having lost functionality in general.
- (of an encoding or function) Having multiple domain elements correspond to one element of the range.
- (of qualities) Having deteriorated, degraded or fallen from normal, coherent, balanced and desirable to undesirable and typically abnormal.
- (mathematics) Qualitatively different, usually simpler, than typical objects of its class.
- (of a person or system) Having lost good or desirable qualities; hence also having bad character or habits, base, immoral, corrupt. ABR
- unrestrained by convention or morality
noun
verb
adj
adj
- (mathematics) of a particular kind of eigenvalue problem involving a nonlinear function on the reals that is continuous, positive, and monotone.
- for scriptstyle λ>0 under the assumption that scriptstyle f: ℝ→ ℝ is continuous, positive, monotone. For this reason such problems were named positone... If the nonlinearity scriptstyle f: ℝ→ ℝ is continuous, monotone and scriptstyle f(0)<0,...then the eigenvalue problem is called semipositone...
noun
- (mathematics, homological algebra, of an object A by an object B in an abelian category) A short exact sequence 0→B→E→A→0, or the object E therein.
- That property of a body by which it occupies a portion of space (or time, e.g. "spatiotemporal extension").
- The act of extending; a stretching out; enlargement in length, breadth, or time; an increase.
- (weightlifting) An exercise in which an arm or leg is straightened against resistance.
- (fencing) A simple offensive action, consisting of extending the weapon arm forward.
- (logic) The set of tuples of values that, used as arguments, satisfy the predicate.
- (mathematics, group theory, of a group G by a group H) A short exact sequence 1→H→E→G→1, or the group E therein.
- (medicine) The operation of stretching a broken bone so as to bring the fragments into the same straight line.
- A part of a building that has been added onto the original.
- (ring theory, of an ideal in the domain of a ring homomorphism) The ideal in the codomain generated by the image of the given ideal under the given homomorphism.
- (telecommunications) A numerical code used to indicate a specific telephone in a telecommunication network.
- (computing) An optional software component that adds functionality to an application.
- (computing) Ellipsis of file extension.
- (linguistics, semantics) semantic widening, broadening of meaning
- An outgrowth; a part of something that extends its capabilities.
- (education) University programs that are targeted at the broader (usually adults) community whose participants are not full-time enrolled students.
- The state of being extended.
- (semantics) Capacity of a concept or general term to include a greater or smaller number of objects; — correlative of intension.
- (cosmetics, chiefly in the plural) Clipping of hair extension, nail extension, or eyelash extension.
- (banking, finance) A written engagement on the part of a creditor, allowing a debtor further time to pay a debt.
- (grammar) A kind of derivative morpheme applied to verbs in Bantu languages.
- the spreading of something (a belief or practice) into new regions
- a string of characters beginning with a period and followed by one or more letters; the optional second part of a PC computer filename
- an addition that extends a main building
- act of stretching or straightening out a flexed limb
- the most direct or specific meaning of a word or expression; the class of objects that an expression refers to
- an additional telephone set that is connected to the same telephone line
- an addition to the length of something
- the ability to raise the working leg high in the air
- amount or degree or range to which something extends
- a mutually agreed delay in the date set for the completion of a job or payment of a debt
- act of expanding in scope; making more widely available
- an educational opportunity provided by colleges and universities to people who are not enrolled as regular students
adj
- (mathematics, physics) Eigen-; designating a function or value which is an eigenfunction or eigenvalue.
- (algebraic geometry, of a morphism of schemes) Separated, of finite type, and universally closed.
- (usually postpositive) In the strict sense; within the strict definition or core (of a specified place, taxonomic order, idea, etc).
- (topology, of a function) Continuous, mapping closed sets to closed sets, and such that the preimage of every point is compact.
- (often postpositive) In the very strictest sense of the word.
- (mathematics) Being strictly part of some other thing (not necessarily explicitly mentioned, but of definitional importance), and not being the thing itself.
- Excellent, of high quality; such as the specific person or thing should ideally be. (Now often merged with later senses.)
- Belonging to oneself or itself; own.
- Following the established standards of behavior or manners; correct or decorous.
- Suited or acceptable to the purpose or circumstances; fit, suitable.
- (heraldry) Portrayed in natural or usual coloration, as opposed to conventional tinctures.
- (of a city or town) Including only the core areas while excluding surrounding suburbs
- (algebraic geometry, of a variety over a field k) Such that unique morphism from the variety to k is proper (as above).
- (mathematical analysis, of a metric space) Such that every closed ball is compact.
- (set theory, of a class) Not being a set.
- (now regional) Attractive, elegant.
- (grammar) Used to designate a particular person, place, or thing. Proper nouns are usually written with an initial capital letter.
- Pertaining exclusively to a specific thing or person; particular.
- (now colloquial) Utter, complete.
- (topology, of a function) Such that the preimage of every compact set is compact.
- appropriate for a condition or purpose or occasion or a person's character, needs
- limited to the thing specified
- marked by suitability or rightness or appropriateness
- having all the qualities typical of the thing specified
adv
noun
adj
- (mathematics) an eigenvalue problem that would be a positone eigenvalue problem except that the nonlinear function is not positive when its argument is zero.
- for scriptstyle λ>0 under the assumption that scriptstyle f: ℝ→ ℝ is continuous, positive, monotone. For this reason such problems were named positone... If the nonlinearity scriptstyle f: ℝ→ ℝ is continuous, monotone and scriptstyle f(0)<0,...then the eigenvalue problem is called semipositone...
noun
- (mathematics) A sequential calculus
- (logic) A disjunctive set of logical formulae which is partitioned into two subsets; the first subset, called the antecedent, consists of formulae which are valuated as false, and the second subset, called the succedent, consists of formulae which are valuated as true. (The set is written without set brackets and the separation between the two subsets is denoted by a turnstile symbol, which may be read "give(s)".)
- Something that follows in a given sequence.
adj
noun
- (mathematics, homological algebra, of an object A by an object B in an abelian category) A short exact sequence 0→B→E→A→0, or the object E therein.
- That property of a body by which it occupies a portion of space (or time, e.g. "spatiotemporal extension").
- The act of extending; a stretching out; enlargement in length, breadth, or time; an increase.
- (weightlifting) An exercise in which an arm or leg is straightened against resistance.
- (fencing) A simple offensive action, consisting of extending the weapon arm forward.
- (logic) The set of tuples of values that, used as arguments, satisfy the predicate.
- (mathematics, group theory, of a group G by a group H) A short exact sequence 1→H→E→G→1, or the group E therein.
- (medicine) The operation of stretching a broken bone so as to bring the fragments into the same straight line.
- A part of a building that has been added onto the original.
- (ring theory, of an ideal in the domain of a ring homomorphism) The ideal in the codomain generated by the image of the given ideal under the given homomorphism.
- (telecommunications) A numerical code used to indicate a specific telephone in a telecommunication network.
- (computing) An optional software component that adds functionality to an application.
- (computing) Ellipsis of file extension.
- (linguistics, semantics) semantic widening, broadening of meaning
- An outgrowth; a part of something that extends its capabilities.
- (education) University programs that are targeted at the broader (usually adults) community whose participants are not full-time enrolled students.
- The state of being extended.
- (semantics) Capacity of a concept or general term to include a greater or smaller number of objects; — correlative of intension.
- (cosmetics, chiefly in the plural) Clipping of hair extension, nail extension, or eyelash extension.
- (banking, finance) A written engagement on the part of a creditor, allowing a debtor further time to pay a debt.
- (grammar) A kind of derivative morpheme applied to verbs in Bantu languages.
- the spreading of something (a belief or practice) into new regions
- a string of characters beginning with a period and followed by one or more letters; the optional second part of a PC computer filename
- an addition that extends a main building
- act of stretching or straightening out a flexed limb
- the most direct or specific meaning of a word or expression; the class of objects that an expression refers to
- an additional telephone set that is connected to the same telephone line
- an addition to the length of something
- the ability to raise the working leg high in the air
- amount or degree or range to which something extends
- a mutually agreed delay in the date set for the completion of a job or payment of a debt
- act of expanding in scope; making more widely available
- an educational opportunity provided by colleges and universities to people who are not enrolled as regular students
noun
- (mathematics) A sequential calculus
- (logic) A disjunctive set of logical formulae which is partitioned into two subsets; the first subset, called the antecedent, consists of formulae which are valuated as false, and the second subset, called the succedent, consists of formulae which are valuated as true. (The set is written without set brackets and the separation between the two subsets is denoted by a turnstile symbol, which may be read "give(s)".)
- Something that follows in a given sequence.
adj
adj
- (mathematics, of an eigenvalue) Having multiple different (linearly independent) eigenvectors.
- (physics) Having the same quantum energy level.
- Having lost functionality in general.
- (of an encoding or function) Having multiple domain elements correspond to one element of the range.
- (of qualities) Having deteriorated, degraded or fallen from normal, coherent, balanced and desirable to undesirable and typically abnormal.
- (mathematics) Qualitatively different, usually simpler, than typical objects of its class.
- (of a person or system) Having lost good or desirable qualities; hence also having bad character or habits, base, immoral, corrupt. ABR
- unrestrained by convention or morality
noun
verb
adj
adj
- (mathematics) of a particular kind of eigenvalue problem involving a nonlinear function on the reals that is continuous, positive, and monotone.
- for scriptstyle λ>0 under the assumption that scriptstyle f: ℝ→ ℝ is continuous, positive, monotone. For this reason such problems were named positone... If the nonlinearity scriptstyle f: ℝ→ ℝ is continuous, monotone and scriptstyle f(0)<0,...then the eigenvalue problem is called semipositone...
adj
- (mathematics, physics) Eigen-; designating a function or value which is an eigenfunction or eigenvalue.
- (algebraic geometry, of a morphism of schemes) Separated, of finite type, and universally closed.
- (usually postpositive) In the strict sense; within the strict definition or core (of a specified place, taxonomic order, idea, etc).
- (topology, of a function) Continuous, mapping closed sets to closed sets, and such that the preimage of every point is compact.
- (often postpositive) In the very strictest sense of the word.
- (mathematics) Being strictly part of some other thing (not necessarily explicitly mentioned, but of definitional importance), and not being the thing itself.
- Excellent, of high quality; such as the specific person or thing should ideally be. (Now often merged with later senses.)
- Belonging to oneself or itself; own.
- Following the established standards of behavior or manners; correct or decorous.
- Suited or acceptable to the purpose or circumstances; fit, suitable.
- (heraldry) Portrayed in natural or usual coloration, as opposed to conventional tinctures.
- (of a city or town) Including only the core areas while excluding surrounding suburbs
- (algebraic geometry, of a variety over a field k) Such that unique morphism from the variety to k is proper (as above).
- (mathematical analysis, of a metric space) Such that every closed ball is compact.
- (set theory, of a class) Not being a set.
- (now regional) Attractive, elegant.
- (grammar) Used to designate a particular person, place, or thing. Proper nouns are usually written with an initial capital letter.
- Pertaining exclusively to a specific thing or person; particular.
- (now colloquial) Utter, complete.
- (topology, of a function) Such that the preimage of every compact set is compact.
- appropriate for a condition or purpose or occasion or a person's character, needs
- limited to the thing specified
- marked by suitability or rightness or appropriateness
- having all the qualities typical of the thing specified
adv
noun
adj
- (mathematics) an eigenvalue problem that would be a positone eigenvalue problem except that the nonlinear function is not positive when its argument is zero.
- for scriptstyle λ>0 under the assumption that scriptstyle f: ℝ→ ℝ is continuous, positive, monotone. For this reason such problems were named positone... If the nonlinearity scriptstyle f: ℝ→ ℝ is continuous, monotone and scriptstyle f(0)<0,...then the eigenvalue problem is called semipositone...