1,722,993 research outputs found
Schoof, Wilhelm an Herman Grimm (1 Brief)
No full textSCHOOF, WILHELM AN HERMAN GRIMM (1 BRIEF)
Schoof, Wilhelm an Herman Grimm (1 Brief) (Br6179)
Brief 6179 (Br6179
Automobile racer Eddie Czapiewski displays a Schoof Special
No full textAutomobile racer Eddie Czapiewski displays a Schoof Special, a racing automobile built by William Schoof. Schoof built race cars for more than three decades, and he entered his cars in the Indy 500 ten times.Schoof: "Chappie - Schoof Special" (Racing Auto)Grayscal
Automobile racer Eddie Czapiewski displaying a Schoof Special, a racing automobile built by William Schoof of Milwaukee
No full textAutomobile racer Eddie Czapiewski displays a Schoof Special, a racing automobile built by William Schoof. Czapiewski competed in the national dirt track championships in 1923.Czapiewski; c/o Mr. Schoof: "Schoof Special" / Fox Pt. Garage, Port Washington Rd.Grayscal
Automobile racer Eddie Czapiewski displays a Schoof Special
No full textAutomobile racer Eddie Czapiewski displays a Schoof Special, a racing automobile built by William Schoof. Schoof built race cars for more than three decades, and he entered his cars in the Indy 500 ten times.Schoof: "Chappie - Schoof Special" (Racing Auto)Grayscal
Catalan's conjecture
No full textThis is a selfcontained presentation of Mihailescu's proof of Catalan's conjectur
Abelian varieties over Q with bad reduction in one prime only
No full textWe show that for the primes l = 2, 3, 5, 7 or 13, there do not exist any non-zero abelian varieties over Q that have good reduction at every prime different from 1 and are semi-stable at l. We show that any semi-stable abelian variety over Q with good reduction outside l = 11 is isogenous to a power of the Jacobian variety of the modular curve X-0(11). In addition, we show that for l = 2,3 and 5, there do not exist any non-zero abelian varieties over Q with good reduction outside l that acquire semi-stable reduction at l over a tamely ramified extension
Weep and cry
No full textSoitinnus: trumpetti, bassoklarinetti, piano, kontrabasso, rummut.Konserttitaltiointi Balven luolan jazzfestivaaleilta 1978.Inter Nationes -järjestön tilaama ja levittämä taltiointi.Manfred Schoof Quintett (jazzyhtye).Äänitetty: kesäkuussa 1978, Balve, Balver Höhle (konserttitaltiointi).Digitoitu 15.7.2013
Semistable abelian varieties with good reduction outside 15
No full textWe show that there are no non-zero semi-stable abelian varieties over with good reduction outside 3 and we show that the only semi-stable abelian varieties over Q with good reduction outside 15 are, up to isogeny over Q, powers of the Jacobian of the modular curve X (0)(15)
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