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** and Erdős
** Paul Erdős, Hungarian mathematician ( d. 1996 )
** Paul Erdős, Hungarian mathematician ( b. 1911 )
** Erdős conjecture
** Erdős conjecture — a list of conjectures by Paul Erdős
** The Erdős Number Project
** The Lovász local lemma ( proved in 1975, by László Lovász & P. Erdős )

** and
** Atlas III was a US launch vehicle ( 2000 2005 )
** Atlas V ( 2002 Present )
** Atlas Major, a Standard Motor Company van 1962 1963
** The Banach Tarski paradox.
** The Nielsen Schreier theorem, that every subgroup of a free group is free.
** The Hahn Banach theorem in functional analysis, allowing the extension of linear functionals
** The Banach Alaoglu theorem about compactness of sets of functionals.
** Every Tychonoff space has a Stone Čech compactification.
** This is a distinguished work which stands out from, and above, many of the books and articles which have ben written in this century on Avicenna ( Ibn Sīnā ) ( A. D. 980 1037 ).
** The numbers and are not algebraic numbers ( see the Lindemann Weierstrass theorem ); hence they are transcendental.
** Laozi ( 5th 4th century BC )
** Ge Hong ( 283 AD 343 AD )
** Xun Zi ( c. 312 BC 230 BC )
** Gongsun Long ( c. 325 BC c. 250 BC )
** Zou Yan ( 305 BC 240 BC )
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** Haliotis brazieri f. hargravesi ( Cox, 1869 ) synonym: Haliotis ethologus, the Mimic abalone, Haliotis hargravesi, the Hargraves ’ s abalone
** Haliotis dalli roberti McLean, 1970 synonym: Haliotis roberti
** Haliotis diversicolor squamata Reeve, 1846 synonym: Haliotis squamata the scaly Australian abalone
** Haliotis diversicolor supertexta the Taiwan abalone or jiukong
** Haliotis kamtschatkana assimilis Dall, 1878 synonym: Haliotis assimilis, the threaded abalone
** Haliotis ovina f. patamakanthini Dekker, Regter, & Gras, 2001 synonym: Haliotis patamakanthini
** Haliotis rubra conicopora Péron, 1816 synonym: Haliotis conicopora the conical pore abalone

** and Faber
** 13th Motorized Division-Commanded by General Moritz von Faber du Faur.
** Strangers in paradise: the Hollywood emigres 1933-1950 / John Russel Taylor .- London: Faber & Faber, 1983 ISBN 1-892597-00-4
** Benedikt Faber, German composer
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** and Lovász
** László Lovász and Balázs Szegedy for characterizing subgraph multiplicity in sequences of dense graphs.
** Lovász conjecture ( 1970 )
** The Lenstra Lenstra Lovász lattice basis reduction ( algorithm ) ( LLL )
** Algorithmic Lovász local lemma ( proved in 2009, by Robin Moser and Gábor Tardos )
** Lovász number ( 1979 )

** and conjecture
** Priory of Sion: works such as Holy Blood, Holy Grail, which conjecture that Jesus Christ may have married Mary Magdalene, who later moved to France and gave birth to the line of Merovingian Kings
** Roger Frye used experimental mathematics techniques to find the smallest counterexample to Euler's sum of powers conjecture.
** This project is searching for a counterexample to the Collatz conjecture.
** Thomas Hales's proof of the Kepler conjecture.
** Goncharov conjecture
** Hirsch conjecture
** Kepler conjecture
** Shafarevich conjecture
** Goldbach's conjecture, one of the oldest unsolved problems in number theory
** Dade conjecture
** G. P. Egorychev and D. I. Falikman for proving van der Waerden's conjecture that the matrix with all entries equal has the smallest permanent of any doubly stochastic matrix.
** Gil Kalai for making progress on the Hirsch conjecture by proving subexponential bounds on the diameter of d-dimensional polytopes with n facets.
** Neil Robertson, Paul Seymour and Robin Thomas for the six-color case of Hadwiger's conjecture.
** J. F. Geelen, A. M. H. Gerards and A. Kapoor for the GF ( 4 ) case of Rota's conjecture on matroid minors.
** Thomas C. Hales and Samuel P. Ferguson, for proving the Kepler conjecture on the densest possible sphere packings.
** Collatz conjecture, number theory conjecture on Collatz sequences
** Weinstein conjecture

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