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Unsolved problem in computational complexity theory
Is the Unique Games Conjecture true? More unsolved problems in computer science In computational complexity theory, the unique games conjecture (often
Unique_games_conjecture
Computational hardness assumption
the unique games conjecture, another unproven computational hardness assumption according to which accurately approximating the value of certain games is
Small set expansion hypothesis
Small_set_expansion_hypothesis
Indian computer scientist (born 1978)
the field of computational complexity, and is best known for his unique games conjecture. Khot received the 2014 Rolf Nevanlinna Prize by the International
Subhash_Khot
Subset of a graph's vertices, including at least one endpoint of every edge
it cannot be approximated up to a factor smaller than 2 if the unique games conjecture is true. On the other hand, it has several simple 2-factor approximations
Vertex_cover
Hypothesis in computational complexity theory
the exponential time hypothesis, the planted clique conjecture, and the unique games conjecture. Many worst-case computational problems are known to
Computational hardness assumption
Computational_hardness_assumption
Logic problem, AND of pairwise ORs
has an approximation algorithm whose optimality depends on the unique games conjecture, and another difficult variation, finding a satisfying assignment
2-satisfiability
Topics referred to by the same term
astronomical catalogue of galaxies UGC, a codon for cysteine Unique games conjecture, a conjecture in computational complexity User-generated content, media
UGC
Unsolved problem in computer science
problems in computer science List of unsolved problems in mathematics Unique games conjecture Nondeterminism is not randomness. A nondeterministic Turing machine
P_versus_NP_problem
List of unsolved computational problems
= NL problem PH = PSPACE problem L = P problem L = RL problem Unique games conjecture Is the exponential time hypothesis true? Is the strong exponential
List of unsolved problems in computer science
List_of_unsolved_problems_in_computer_science
Subfield of mathematical topology
only three known problems whose hardness is equivalent to the Unique Games Conjecture. Computable topology (the study of the topological nature of computation)
Computational_topology
Edges that hit all cycles in a graph
an inapproximability result that can be strengthened under the unique games conjecture. For tournament graphs, the minimum feedback arc set can be approximated
Feedback_arc_set
are based on other hypotheses, a notable one among which is the unique games conjecture. Since the early 1970s it was known that many optimization problems
Hardness_of_approximation
Subfield of convex optimization
expectation the ratio is always at least 0.87856.) Assuming the unique games conjecture, it can be shown that this approximation ratio is essentially optimal
Semidefinite_programming
Aharoni-Korman conjecture also known as the fishbone conjecture Atiyah conjecture (not a conjecture to start with) Borsuk's conjecture Bunkbed conjecture Chinese
List_of_conjectures
Combinatorial optimization graph problem
under the small set expansion hypothesis (a conjecture closely related to the unique games conjecture), the problem is NP-hard to approximate to within
Minimum_k-cut
Indian-American computer scientist
of California at Berkeley. Raghavendra showed that assuming the unique games conjecture, semidefinite programming is the optimal algorithm for solving
Prasad_Raghavendra
Problem in graph theory
_{0\leq \theta \leq \pi }{\frac {\theta }{1-\cos \theta }}.} If the unique games conjecture is true, this is the best possible approximation ratio for maximum
Maximum_cut
Theoretical object in mathematics
geometry. It has also been suggested to have connections to the unique games conjecture in computational complexity theory. Oliver Lorscheid, along with
Field_with_one_element
Set of objects whose state must satisfy limits
optimization (COP) Distributed constraint optimization Graph homomorphism Unique games conjecture Weighted constraint satisfaction problem (WCSP) Lecoutre, Christophe
Constraint satisfaction problem
Constraint_satisfaction_problem
Quantum computational theorem on problem complexity
using the classical PCP theorem or under an assumption like the unique games conjecture, which characterizes the approximability of many constraint satisfaction
NLTS_conjecture
Israeli computer scientist
developed for her proofs have since inspired the open question of the Unique Games Conjecture. Dinur has worked as a lecturer and researcher for the Institute
Irit_Dinur
Graph used in computational complexity theory and graph theory
respect to these algorithms have been used to call into question the unique games conjecture. Let n be a positive integer, and let γ be a real number in the
Frankl–Rödl_graph
Classical problem in combinatorics
to better than f − 1 − ϵ {\displaystyle f-1-\epsilon } . If the Unique games conjecture is true, this can be improved to f − ϵ {\displaystyle f-\epsilon
Set_cover_problem
Canadian computer scientist
Goemans–Williamson approximation algorithm for MAX-CUT is optimal, assuming the unique games conjecture. The proof follows from two papers, one in 2004 with Subhash Khot
Ryan O'Donnell (computer scientist)
Ryan_O'Donnell_(computer_scientist)
Topics referred to by the same term
Associate Professor at New York University. He is best known for his Unique games conjecture Subhash Maharia (born 1957), former union minister of state, rural
Subhash
Set of hypergraph nodes to which every hyperedge is connected
d-hitting set permits a d-approximation algorithm. Assuming the unique games conjecture, this is the best constant-factor algorithm that is possible and
Vertex_cover_in_hypergraphs
Algorithmic problem in order theory
strategy gives the best possible polynomial-time approximation if the unique games conjecture is true. It is also possible to use semidefinite programming or
Betweenness_problem
Israeli American mathematician
optimality of the Goemans–Williamson MAX-CUT algorithm (assuming the Unique Games Conjecture), with Subhash Khot, Guy Kindler and Ryan O’Donnell. Mossel has
Elchanan_Mossel
1978), mathematician, theoretical computer scientist famous for Unique games conjecture. Sanjeev Arora (b. 1968), mathematician, theoretical computer scientist
List_of_Indian_Americans
Class of algorithms that find approximate solutions to optimization problems
algorithm with an approximation factor of 2. Under the recent unique games conjecture, this factor is even the best possible one. NP-hard problems vary
Approximation_algorithm
cubic graph? The reconstruction conjecture and new digraph reconstruction conjecture on whether a graph is uniquely determined by its vertex-deleted
List of unsolved problems in mathematics
List_of_unsolved_problems_in_mathematics
Vertices whose removal breaks all cycles
the problem appears to be much harder to approximate. Under the unique games conjecture, an unproven but commonly used computational hardness assumption
Feedback_vertex_set
Study of Boolean functions via discrete Fourier analysis
Goemans–Williamson approximation algorithm for MAX-CUT is optimal, assuming the unique games conjecture. This implication, due to Khot et al., was the impetus behind proving
Analysis_of_Boolean_functions
x2, the consistent conjecture is unique and determined by a. If a=0 then the unique consistent conjecture is the Bertrand conjecture ϕ ∗ = − 1 {\displaystyle
Conjectural_variation
Conjecture on zeros of the zeta function
problems in mathematics In mathematics, the Riemann hypothesis is the conjecture that the Riemann zeta function has its zeros only at the negative even
Riemann_hypothesis
Honorary award for scientists
theoretical computer scientist and is most well known for his Unique Games Conjecture. He has made many unexpected and original contributions to computational
Alan_T._Waterman_Award
Highly connected subgraph
(a computational complexity assumption closely related to the unique games conjecture), then it is NP-hard to approximate the problem to within ( 2 −
Dense_subgraph
Base of natural logarithms
resolved by Schanuel's conjecture – a currently unproven generalization of the Lindemann–Weierstrass theorem. It is conjectured that e is normal, meaning
E_(mathematical_constant)
Ancient Egyptian board game
use during the Roman period, and its original rules are the subject of conjecture. Fragmentary boards that could be senet have been found in First Dynasty
Senet
Logic puzzle
advanced knowledge like Goldbach's conjecture or any condition for the product B·C of such a 2-split to be unique (i.e. there are no other two numbers
Sum_and_Product_Puzzle
Path in a graph that visits each vertex exactly once
The Cayley graph of a finite Coxeter group is Hamiltonian (see Lovász conjecture for a more general claim) Cayley graphs on nilpotent groups with cyclic
Hamiltonian_path
Logical dilemma
and in 1990 Richard Weber and Eddie Anderson conjectured the optimal strategy. In 2012 the conjecture was proved for n = 3 by Richard Weber. This was
Rendezvous_problem
Points with no three in a line
{\displaystyle c_{p}^{n}} for some c p < p {\displaystyle c_{p}<p} . The cap set conjecture was solved in 2016 due to a series of breakthroughs in the polynomial
Cap_set
Concept in theoretical computer science
Goldbach's conjecture). Write a computer program that sequentially tests this conjecture for increasing values. In the case of Goldbach's conjecture, we would
Busy_beaver
Field of knowledge
across mathematics. A prominent example is Fermat's Last Theorem. This conjecture was stated in 1637 by Pierre de Fermat, but it was proved only in 1994
Mathematics
Dissection puzzle
and education. The origin of the English word 'tangram' is unclear. One conjecture holds that it is a compound of the Greek element '-gram' derived from
Tangram
Solution concept of a non-cooperative game
dominant strategies, there exists a unique Nash equilibrium in which each plays their strictly dominant strategy. In games with mixed-strategy Nash equilibria
Nash_equilibrium
Mathematical problem
of each integer edge-length, which he called the heterogeneous tiling conjecture. This problem was later publicized by Martin Gardner in his Scientific
Squaring_the_square
Property of being an even or odd number
even; it is unknown whether any odd perfect numbers exist. Goldbach's conjecture states that every even integer greater than 2 can be represented as a
Parity_(mathematics)
Mathematical game
Grundy-value of a game G is defined by Conway in On Numbers and Games as the unique number n such that G+n is a second player win in misère play. Even
Cram_(game)
Two-time ancient Olympic champion
for the same reason. His victory in the stadion at the 93rd Olympic Games was a unique triumph, made more impressive by the oracle's prophecy. Thanks to
Eubotas_of_Cyrene
American economist
Cardinal Preferences: A Formulation and Proof of Samuelson's Impossibility Conjecture," Econometrica, 1977 (with D. Schmeidler) "Characterization of Domains
Ehud_Kalai
Possible axiom for set theory
they proved the original conjecture of Mycielski and Steinhaus that AD is true in L(R). The axiom of determinacy refers to games of the following specific
Axiom_of_determinacy
On the smallest non-interesting number
letter in The American Mathematical Monthly suggesting that One might conjecture that there is an interesting fact concerning each of the positive integers
Interesting_number_paradox
Ability of a computing system to simulate Turing machines
equivalent if P can simulate Q and Q can simulate P. The Church–Turing thesis conjectures that any function whose values can be computed by an algorithm can be
Turing_completeness
Awarded every year by the American Mathematical Society
1016/0022-1236(73)90091-8. Branges, Louis (1985). "A proof of the Bieberbach conjecture" (PDF). Acta Mathematica. 154 (1–2): 137–152. doi:10.1007/BF02392821.
Leroy_P._Steele_Prize
Four-sided spinning top used on Hanukkah
there are often multiple explanations developed for words. A popular conjecture had it that the letters abbreviated the words נֵס גָּדוֹל הָיָה שָׁם (nes
Dreidel
Canadian mathematician and gridiron football player (born 1991)
College Dhruv Rohatgi, John C. Urschel, Jake Wellens. "Regarding Two Conjectures on Clique and Biclique Partitions", Preprint, arXiv:2005.02529. John
John_Urschel
Video game series
that started with the first game. The games introduce the usage of Song Magic in battle that has become unique to the Ar tonelico series, and even though
Ar_Tonelico
Concept in algebraic number theory
19, 43, 67, and 163 (sequence A003173 in the OEIS). This result was conjectured by Gauss and proved up to minor flaws by Kurt Heegner in 1952. Alan Baker
Heegner_number
Town in eastern Iceland
certainty about the individual person Egil lending it their name, the only conjecture to this effect in books detailing the story of the town is that it may
Egilsstaðir
American politician (1934–2022)
George W. Bush. After the defeat of Utah's Senator Bob Bennett in 2010, conjecture began as to whether six-term Senator Hatch would retire in 2012. It was
Orrin_Hatch
Sporadic simple group
group is one of two principal constituents in the monstrous moonshine conjecture by Conway and Norton, which relates discrete and non-discrete mathematics
Monster_group
Mathematical puzzle game
− 1 moves. The solution uses all 3n valid positions, always taking the unique move that does not undo the previous move. The position with all disks at
Tower_of_Hanoi
Concept in set theory
used to prove the existence of 0 ♯ {\displaystyle 0^{\sharp }} . Chang's conjecture implies the existence of 0 ♯ {\displaystyle 0^{\sharp }} . Kenneth Kunen
Zero_sharp
Character from Alice's Adventures in Wonderland
Michael (1993). "How many catalytic RNAs? Ions and the Cheshire cat conjecture". The FASEB Journal. 7 (1): 31–39. doi:10.1096/fasebj.7.1.8422972. PMID 8422972
Cheshire_Cat
Square array with symbols that each occur once per row and column
H. J. Ryser conjectured that, when n is odd, every n-by-n Latin square has a transversal. In 1975, S. K. Stein and Brualdi conjectured that, when n is
Latin_square
1965 book by Italo Calvino
universe's transformations, making increasingly long-term and specific conjectures. "The Dinosaurs": How some dinosaurs lived after most of them had become
Cosmicomics
British mathematician (1938–2023)
newspapers and magazines. In combinatorial number theory, Singmaster's conjecture states that there is an upper bound on the number of times a number other
David_Singmaster
Fictional character in The Big Bang Theory and Young Sheldon
Big Bang Theory. Season 7. Episode 22. May 1, 2014. CBS. "The Jiminy Conjecture". The Big Bang Theory. Season 3. Episode 2. April 27, 2009. CBS. "The
Sheldon_Cooper
Probability of shared birthdays
[1]. Brink 2012, Theorem 2 Brink 2012, Theorem 3 Brink 2012, Table 3, Conjecture 1 "Minimal number of people to give a 50% probability of having at least
Birthday_problem
number is sometimes called Pervushin's number. Mathematics: Goldbach's conjecture has been verified for all n ≤ 4×1018 by a project which computed all prime
Orders_of_magnitude_(numbers)
2003 video game
at the age of ten. Disgaea 3 mentions that Jennifer had solved the BSD Conjecture, a supposedly unsolvable theory, when she was six years old. She is also
Disgaea:_Hour_of_Darkness
Archipelago in Outer Hebrides, Scotland, United Kingdom
The origin of the name St Kilda is a matter of conjecture. The islands' human heritage includes unique architectural features from the historic and prehistoric
St_Kilda,_Scotland
Assignment of colors to edges of a graph
conjecture of Fiorini and Wilson that every triangle-free planar graph, other than the claw K1,3, is not uniquely 3-edge-colorable. A 2012 conjecture
Edge_coloring
Fourth-generation video game console
GameSpy decrying them as "petty" and "overly confrontational," and further conjectured that it hurt TurboDuo sales. Despite this Turbo would later resurface
TurboDuo
Hypothesis that reality could be a computer simulation
BackReAction. Retrieved April 18, 2021. Ellis, George (2012). "The multiverse: conjecture, proof, and science" (PDF). Retrieved April 18, 2021. Ellis, George F
Simulation_hypothesis
Novelty structures and sculptures
recreated the texture of wool in concrete. — Reg Mombassa (2024) There is conjecture about which big thing was the first with there being a division of opinion
Big_things_(Australia)
Triptych painting by Hieronymus Bosch
an extremely difficult area for academics as it is largely reliant on conjecture. Individual motifs and elements of symbolism may be explained, but so
The Garden of Earthly Delights
The_Garden_of_Earthly_Delights
Interpretation of probability
Rhetoric. Bk 1, Ch 2. discussed in Franklin, J. (2001). The Science of Conjecture: Evidence and probability before Pascal. Baltimore, MD: The Johns Hopkins
Frequentist_probability
Inscribed clay disc found in Crete, Greece
(STRAINER) , and 31 (EAGLE) to both Linear A and Linear B characters, and conjecture that they may have the same phonetic values—respectively 'qe', 'ta', and
Phaistos_Disc
Mathematical problem
2307/2320864. JSTOR 2320864. Moscariello, A.; Sammartano, A. (2015). "On a Conjecture by Wilf About the Frobenius Number". Mathematische Zeitschrift. 280 (1–2):
Coin_problem
Market dominated by a small number of sellers
1017/CBO9780511804038. ISBN 9780521816632. This statement is the Cournot conjectures. Kreps, D.: A Course in Microeconomic Theory page 326. Princeton 1990
Oligopoly
Trick-taking card game
Fortnightly, George Henry Lewes, vol. II. Pg. 203, London, 1865 The Art of Conjecturing by Jakob Bernoulli, Edith Dudley Sylla, pg. 348 - Johns Hopkins University
Ombre
British rock singer and songwriter (1946–1991)
statement, which was released the following day: Following the enormous conjecture in the press over the last two weeks, I wish to confirm that I have been
Freddie_Mercury
2023 film by Takashi Yamazaki
HuffPost writer Kenji Ando mentioned that fans on social media were conjecturing that it would be a remake of the original Godzilla film, and cited Yamazaki's
Godzilla_Minus_One
2008 mathematics book
theorem, Betti numbers, and Grigori Perelman's proof of the Poincaré conjecture. An appendix includes instructions for creating paper and soap-bubble
Euler's_Gem
Discrete model of computation
changes to the initial pattern may spread indefinitely. Wolfram has conjectured that many class 4 cellular automata, if not all, are capable of universal
Cellular_automaton
Family of symmetric graphs which generalize the Petersen graph
a known positive answer to Lovász' conjecture on Hamiltonian cycles in vertex-transitive graphs. Biggs conjectured more generally that the edges of O
Odd_graph
Numbers in the Roman numeral system
often credited with introducing the ⟨∞⟩ symbol for infinity, and one conjecture is his basing it on ↀ, since 1,000 was hyperbolically used to represent
Roman_numerals
Subfield of set theory
that a certain iterability conjecture is provable, existence of a measurable Woodin cardinal implies determinacy of open games of length ω1 and projective
Determinacy
International Congress of Mathematicians in 1920. Taniyama–Shimura conjecture A conjecture connecting elliptic curves with modular forms. It was first proposed
List of Japanese inventions and discoveries
List_of_Japanese_inventions_and_discoveries
English theoretical physicist (1942–2018)
1992, Hawking conjectured that travel into the past is effectively impossible. On 28 June 2009, as a tongue-in-cheek test of the conjecture, he held a party
Stephen_Hawking
Mathematical problem
6 square, and knowing that 2 square had no possible solution, Euler conjectured that no group based Graeco-Latin squares could exist if the order was
Mutually orthogonal Latin squares
Mutually_orthogonal_Latin_squares
2021 American science fiction TV series
for 400 years by the regal Lady Demerzel, Empire's majordomo, secretly a unique, ageless humanoid robot, thought to be the last remnant of an army of robots
Foundation_(TV_series)
Ordering of binary values, used for positioning and error correction
coroutines. Monotonic codes have an interesting connection to the Lovász conjecture, which states that every connected vertex-transitive graph contains a
Gray_code
scientific context. While theory in colloquial usage may denote a hunch or conjecture, a scientific theory is a set of principles that explains an observable
List of common misconceptions about science, technology, and mathematics
List_of_common_misconceptions_about_science,_technology,_and_mathematics
NATO command post exercise in 1983
lethal combination of Reaganite rhetoric and Soviet paranoia". Gordievsky conjectured that Brezhnev and Andropov, who "were very, very old-fashioned and easily
Able_Archer_83
minimal surface Liouville's equation Ricci flow, used to prove the Poincaré conjecture Tzitzeica equation Lorenz equations Rabinovich–Fabrikant equations General
List of named differential equations
List_of_named_differential_equations
Oasis in Matrouh, Egypt
oldest fossilized hominid footprint ever found. However, no proof of this conjecture was ever presented. In late 2013, an announcement was made regarding the
Siwa_Oasis
travel, tourism, insurance
UNIQUE GAMES-CONJECTURE
UNIQUE GAMES-CONJECTURE
Surname or Lastname
English
English : habitational name from Hames Hall in Papcastle, Cumbria, named from the plural of northern Middle English hame ‘homestead’.
Male
Spanish
 Pet form of Spanish Enrique, QUIQUE means "home-ruler." Compare with another form of Quique.
Boy/Male
English
Son of James.
Girl/Female
Latin American
Only one.
Surname or Lastname
English
English : topographic name for someone who lived by the gates of a medieval walled town. The Middle English singular gate is from the Old English plural, gatu, of geat ‘gate’ (see Yates). Since medieval gates were normally arranged in pairs, fastened in the center, the Old English plural came to function as a singular, and a new Middle English plural ending in -s was formed. In some cases the name may refer specifically to the Sussex place Eastergate (i.e. ‘eastern gate’), known also as Gates in the 13th and 14th centuries, when surnames were being acquired.Americanized spelling of German Götz (see Goetz).Translated form of French Barrière (see Barriere).In New England, Gates was the preferred English version of the name of an extensive French family, called Barrière dit Langevin.
Surname or Lastname
English
English : from the Old French and Middle English personal name Amys, Amice, which is either directly from Latin amicus ‘friend’, used as a personal name, or via a Late Latin derivative of this, Amicius.German : of uncertain origin. Perhaps a nickname for an active person, from a Germanic word related to Old High German amazzig ‘busy’. Compare modern German Ameise ‘ant’.William Ames, the son of Richard Ames of Bruton, Somerset, came to Braintree, MA, from England in about 1640. He had numerous prominent descendants.
Surname or Lastname
English
English : unexplained.German : possibly from a Germanic stem sam used of a personal name of unknown meaning.
Female
French
French form of Latin Veronica, VÉRONIQUE means "bringer of victory."
Girl/Female
Hindu, Indian, Unique
Goddess Lakshmi; Requester; Unique
Surname or Lastname
English
English : from Middle English Gallis, variant of Wallis.Possibly an Americanized form of German Gölz (see Goelz).
Boy/Male
Shakespearean American English Biblical Hebrew
King John' James Jurney, servant to Lady Faulconbridge. 'King Richard III' Sir James Tyrrel....
Surname or Lastname
Spanish
Spanish : variant of Gámez (see Gamez).English : variant of Game.
Surname or Lastname
English
English : probably from the possessive case of the Middle English word eam ‘uncle’, denoting a retainer in the household of the uncle of some important local person.English : possibly also a variant of Ames.
Male
English
Middle English and Old French vernacular form of Late Latin Jacomus, from Greek Iakobos, JAMES means "supplanter." In the New Testament bible, this is the name of several characters, including two apostles and a half-brother of Jesus.
Surname or Lastname
English
English : from Middle English game, gamen ‘amusement’, ‘pastime’ (Old English gamen), hence a nickname for a merry or sporty person.German (Gä(h)me) : from a Germanic personal name formed with Old High German gaman ‘fun’, ‘game’.
Surname or Lastname
English
English : from a personal name that has the same origin as Jacob. However, among English speakers, it is now felt to be a separate name in its own right. This is largely because in the Authorized Version of the Bible (1611) the form James is used in the New Testament as the name of two of Christ’s apostles (James the brother of John and James the brother of Andrew), whereas in the Old Testament the brother of Esau is called Jacob. The form James comes from Latin Jacobus via Late Latin Jac(o)mus, which also gave rise to Jaime, the regular form of the name in Spanish (as opposed to the learned Jacobo). See also Jack and Jackman. This is a common surname throughout the British Isles, particularly in South Wales.
Male
Spanish
Spanish form of Latin Henricus, ENRIQUE means "home-ruler."
Boy/Male
Teutonic
Defender.
Female
French
French form of Latin Monica, possibly MONIQUE means "advise, counsel."
Female
English
English variant spelling of Latin Eunice, UNICE means "good victory."
UNIQUE GAMES-CONJECTURE
UNIQUE GAMES-CONJECTURE
UNIQUE GAMES-CONJECTURE
UNIQUE GAMES-CONJECTURE
UNIQUE GAMES-CONJECTURE
UNIQUE GAMES-CONJECTURE
UNIQUE GAMES-CONJECTURE
a.
Made in imitation of antiquity; as, the antique style of Thomson's "Castle of Indolence."
imp. & p. p.
of Game
v. i.
In some games, a point credited on the score to the player whose cards counts up the highest.
a.
Being without a like or equal; unmatched; unequaled; unparalleled; single in kind or excellence; sole.
v. t.
United; joint; as, unite consent.
v. i.
A contest, physical or mental, according to certain rules, for amusement, recreation, or for winning a stake; as, a game of chance; games of skill; field games, etc.
a.
Not right; not lawful or legal; improper; as, an undue proceeding.
a.
Not due; not yet owing; as, an undue debt, note, or bond.
n.
A thing without a like; something unequaled or unparalleled.
a.
Full of game or games.
n.
See Cinque.
v. t.
To unite.
a.
Not true; false; contrary to the fact; as, the story is untrue.
a.
Old, as respects the present age, or a modern period of time; of old fashion; antiquated; as, an antique robe.
n.
Crooked; lame; as, a game leg.
v. i.
The use or practice of such a game; a single match at play; a single contest; as, a game at cards.
n.
See Caique.
v. i.
That which is gained, as the stake in a game; also, the number of points necessary to be scored in order to win a game; as, in short whist five points are game.
a.
Of or pertaining to such animals as are hunted for game, or to the act or practice of hunting.
travel, tourism, insurance