In the background the lapidation of the condemned.
"A Tramp Abroad, Complete" by Mark Twain (Samuel Clemens)
Ex uno lapide eum et Liberos draconumque mirabiles nexus de consilii sententia fecere succubi artifices.
"Travels Through France and Italy" by Tobias Smollett
In the background the lapidation of the condemned.
"A Tramp Abroad" by Mark Twain (Samuel Clemens)
By the way they passed a sward of green, on which sundry little boys were engaged upon the lapidation of a lame duck.
"The Caxtons, Complete" by Edward Bulwer-Lytton
Curtius Fons a quadragesimo lapide in urbem opere arcuato perductus.
"The Anatomy of Melancholy" by Democritus Junior
In a Dental (d or t); as, lapis (lapid-s); miles (milet-s).
"New Latin Grammar" by Charles E. Bennett
Principes ubi viderunt Romanos, iusserunt civis lapides aliaque tela de muris iacere.
"Latin for Beginners" by Benjamin Leonard D'Ooge
Quare illud satis est, si nobis is datur unis, Quem lapide illa diem candidiore notat.
"The Carmina of Caius Valerius Catullus" by Caius Valerius Catullus
Cornelius a Lapide, 265.
"On the Genesis of Species" by St. George Mivart
Then if he don't go and tie me down to a price for to make good front wall and all dy-lapidations.
"When Ghost Meets Ghost" by William Frend De Morgan
Sinal-lapid Ropes of Labtang bark.
"The Inhabitants of the Philippines" by Frederic H. Sawyer
***
The authors wish to thank Erez Lapid, Hee Oh, and Peter Sarnak for various useful discussions.
Rational points on compactifications of semi-simple algebraic groups
Lapid – On the ﬁne spectral expansion of the Jacquet’s relative trace formula , (2006), to appear. C.
Rational points on compactifications of semi-simple algebraic groups
Lapid, Some results on multiplicities for SL(n), Israel J.
Arthur Packets and the Ramanujan Conjecture
Lapid. A remark on Eisenstein series In Eisenstein series and applications , volume 258 of Progr.
Descent Construction for Gspin Groups: Main Results and Applications
Lapid, On the nonnegativity of Rankin-Selberg L-functions at the center of symmetry, Int.
Bounds for $GL(3)\times GL(2)$ $L$-functions and GL(3) $L$-functions
Lapid, On the nonnegativity of Rankin-Selberg L-functions at the center of symmetry, Int.
On the subconvexity problem for $GL(3)\times GL(2)$ $L$-functions
If L/F is quartic, then the result of Lapid-Rogawski still implies π1 ⊠ π2 = IndF L (ψ), where ψ is now a Hecke character of L.
Variations on a theorem of Tate
This characterization in the case of non-prime-degree does not follow from the results of [AC89], but it is now known thanks to work of Lapid-Rogawski.
Variations on a theorem of Tate
We ﬁll in the details: Proposition 8.2.3. [Lapid-Rogawski] Let Π be a cuspidal automorphic representation on GLn/F , and let L/F be a cyclic extension.
Variations on a theorem of Tate
For some nice examples, Lapid’s paper ([Lap99]) studies the difference between ∼w , ∼ew , and ∼ s for certain Artin representations (and, when possible, the corresponding comparison on the automorphic side).
Variations on a theorem of Tate
We ﬁrst record the simple case tha t we need, and then out of independent interest we prove a general ℓ-adic analogue of the Lapid-Rogawski result.
Variations on a theorem of Tate
Lapid, Some results on multiplicities for SL(n), Israel J.
Variations on a theorem of Tate
***