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LELONG NUMBERS OF CURRENTS OF FULL MASS INTERSECTION.

• Authors : DUC-VIET VU¹

Subjects: *NEW product development; *NUMBER theory

• Source: American Journal of Mathematics. Apr2023, Vol. 145 Issue 2, p647-665. 19p.

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A NEW APPROACH TO UNRAMIFIED DESCENT IN BRUHAT-TITS THEORY.

• Authors : PRASAD, GOPAL¹

Subjects: *REPRESENTATION theory; *NUMBER theory; *GEOMETRIC approach

• Source: American Journal of Mathematics. Feb2020, Vol. 142 Issue 1, p215-253. 39p.

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VORONOÏ SUMMATION FOR GLn: COLLUSION BETWEEN LEVEL AND MODULUS.

• Authors : CORBETT, ANDREW

Subjects: ANALYTIC number theory; TRACE formulas; ADDITION (Mathematics)

• Source: American Journal of Mathematics; Oct2021, Vol. 143 Issue 5, p1361-1395, 36p

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ORBITAL EXPONENTIAL SUMS FOR PREHOMOGENEOUS VECTOR SPACES.

• Authors : TAKASHI TANIGUCHI; THORNE, FRANK

Subjects: VECTOR spaces; ANALYTIC number theory; QUADRATIC forms

• Source: American Journal of Mathematics; Feb2020, Vol. 142 Issue 1, p177-213, 37p

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ON MOMENTS OF TWISTED L-FUNCTIONS.

• Authors : BLOMER, VALENTIN¹ ; FOUVRY, ÉTIENNE² ; KOWALSKI, EMMANUEL³

Subjects: *L-functions; *NUMBER theory; *DIRICHLET forms

• Source: American Journal of Mathematics. Jun2017, Vol. 139 Issue 3, p707-768. 63p.

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SUMS OF TWO SQUARES IN SHORT INTERVALS IN POLYNOMIAL RINGS OVER FINITE FIELDS.

• Authors : BANK, EFRAT; BARY-SOROKER, LIOR; FEHM, ARNO

Subjects: POLYNOMIAL rings; FINITE fields; LANDAU theory

• Source: American Journal of Mathematics; Aug2018, Vol. 140 Issue 4, p1113-1131, 19p

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EXTREMAL FUNCTIONS IN DE BRANGES AND EUCLIDEAN SPACES, II.

• Authors : CARNEIRO, EMANUEL; LITTMANN, FRIEDRICH

Subjects: EXTREMAL problems (Mathematics); EUCLIDEAN distance; ANALYTIC number theory

• Source: American Journal of Mathematics; Apr2017, Vol. 139 Issue 2, preceding p525-566, 43p

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CANCELLATION IN ADDITIVELY TWISTED SUMS ON GL(n).

• Authors : Miller, Stephen D.

Subjects: *DISTRIBUTION (Probability theory); *NUMBER theory; *L-functions

• Source: American Journal of Mathematics. Jun2006, Vol. 128 Issue 3, p699-729. 31p.

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ON THE TEMPERED L-FUNCTIONS CONJECTURE.

• Authors : HEIERMANN, VOLKER¹ ; OPDAM, ERIC²

Subjects: *L-functions; *NUMBER theory; *STARK'S conjectures

• Source: American Journal of Mathematics. Jun2013, Vol. 135 Issue 3, p777-799. 23p.

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