![]() 2022 Individuals can produce data but not own it or protect it, leading to wide-ranging privacy concerns.Ĭharlotte Kent, WIRED, 8 Sep. 2022 The Royals don’t personally own these properties and cannot sell them.Īlicia Adamczyk, Fortune, 13 Sep. ![]() Mirandacolumnist, Los Angeles Times, 21 Sep. 2022 Recent Examples on the Web: Verb It’s a Korean family who own it: the husband and wife and their poodles.Ĭarolina A. Sheena Chihak, Better Homes & Gardens, 20 Sep. 2022 Instead of buying the taco seasoning, try making your own. 2022 Meyerson said that the disease had not only affected Slive’s family but also his own. 2022 The flip allows the viruses to plug their genetic material into that of their host, which is then forced to manufacture its pathogen’s proteins alongside its own. 2022 The views and opinions expressed by podcast speakers and guests are solely their own and do not reflect the opinions of Deloitte or its personnel.įortune Editors, Fortune, 21 Sep. Zachariah Hughes, Anchorage Daily News, 21 Sep. 2022 Members of Alaska’s three-member congressional delegation followed up with their own letter backing the request. 2022 To that end his team from North Carolina A&T and Cornell University began studying how bull sperm-a decent stand-in for our own among the mammals-moved in a gooey environment akin to conditions in the bovine cervix, uterus and oviduct.īrian Handwerk, Smithsonian Magazine, 22 Sep. 2022 To handle the 30% increase in torque over the previous engine, Nissan developed its own, homebrewed six-speed manual transmission with a high-performance clutch.ĭan Neil, WSJ, 22 Sep. ![]() A multiplicative reduction of curve E by prime p is said to be split if -c 6 is a square in finite field with p elements.Recent Examples on the Web: Adjective Make your own with meats, cheeses, olives and more from local staples such as the Baltimore Farmers’ Market and Bazaar or Federal Hill’s Cheese Galore and More.Īmanda Yeager, Baltimore Sun, 22 Sep. Where, in the case of good reduction a p is p + 1 − (number of points of E mod p), and in the case of multiplicative reduction a p is ☑ depending on whether E has split (plus sign) or non-split (minus sign) multiplicative reduction at p. To be the Dirichlet series of the complex variable s, which is the infinite product of the local zeta functions Z V, p ( p − s ) Again for almost all p it will be non-singular. Scheme-theoretically, this reduction is just the pullback of V along the canonical map Spec F p → Spec Z. Taking the case of K the rational number field Q, and V a non-singular projective variety, we can for almost all prime numbers p consider the reduction of V modulo p, an algebraic variety V p over the finite field F p with p elements, just by reducing equations for V. This follows the initial suggestions of Helmut Hasse and André Weil, motivated by the case in which V is a single point, and the Riemann zeta function results. The description of the Hasse–Weil zeta function up to finitely many factors of its Euler product is relatively simple. ( April 2022) ( Learn how and when to remove this template message) Please help to improve this section by introducing more precise citations. ![]() This section includes a list of references, related reading or external links, but its sources remain unclear because it lacks inline citations. ![]()
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