2012, ISBN: 3659260185

Taschenbuch, [EAN: 9783659260186], LAP LAMBERT Academic Publishing, LAP LAMBERT Academic Publishing, Book, [PU: LAP LAMBERT Academic Publishing], 2012-09-28, LAP LAMBERT Academic Publishi… Meer...

Taschenbuch, [EAN: 9783659260186], LAP LAMBERT Academic Publishing, LAP LAMBERT Academic Publishing, Book, [PU: LAP LAMBERT Academic Publishing], 2012-09-28, LAP LAMBERT Academic Publishing, 124, Computer & Internet, 165930031, Datenbanken, 165948031, Grafik & Multimedia, 165968031, Hardware & Technik, 166008031, IT-Ausbildung & -Berufe, 403626, Lösungsbücher für PC- & Videospiele, 165988031, Mac, 165976031, Microsoft, 166022031, Programmierung & Webdesign, 165942031, Sicherheit, 165997031, Unix & Linux, 541686, Kategorien, 186606, Bücher, 189169, Ingenieurwissenschaft & Technik, 189170, Bautechnik & Architektur, 13950271, Bionik, 3308191, Eisenbahn, 189192, Elektrotechnik, 189193, Energietechnik, 3470851, Feuerwehr, 189194, Gen-, Medizin- & Biotechnik, 189197, Hobby & Technikgeschichte, 189204, Informationstechnik, 189205, Kommunikation & Nachrichtentechnik, 189211, Kraftfahrzeugtechnik, 189250, Maschinenbau Allgemein, 189251, Materialien & Gase, 189258, Mechanik, 189259, Meßtechnik, 189260, Normierung, 189264, Philosophie & Technikkritik, 189265, Prüftechnik, 189266, Regelungstechnik, 189267, Robotik, 189268, Schalten, 189269, Schweißen, 747372, Sprengen, 189271, Technisches Zeichnen, 189273, Verfahrenstechnik, 189274, Verschiedenes, 121, Naturwissenschaften & Technik, 541686, Kategorien, 186606, Bücher, 62991011, Computer & Internet, 63910011, Apple, 63716011, Betriebssysteme, 63260011, Certification Central, 63595011, Datenbanken, 377645011, Digitale Fotografie & Video, 63904011, Digitale Musik, 1316655031, Dokumentenmanagement, 63647011, Grafikdesign, 63681011, Hardware, 63851011, Home Computing, 63336011, Informatik, 63462011, Microsoft, 377660011, Mobile & Wireless EDV, 63116011, Netzwerke, 63381011, Programmieren, 377670011, Projektmanagement, 377663011, Sicherheit & Verschlüsselung, 63160011, Software, 63549011, Spiel- & Strategieführer, 62992011, Webentwicklung, 63532011, Wirtschaft & Kultur, 54071011, Genres, 52044011, Fremdsprachige Bücher<

2012, ISBN: 9783659260186

[ED: Taschenbuch / Paperback], [PU: LAP Lambert Academic Publishing], The use of projective coordinates to define the Elliptic Curves (EC) instead of affine coordinates replaced the inver… Meer...

[ED: Taschenbuch / Paperback], [PU: LAP Lambert Academic Publishing], The use of projective coordinates to define the Elliptic Curves (EC) instead of affine coordinates replaced the inversion operations by several multiplication operations. Many types of projective coordinates have been proposed for the elliptic curve E: y2= x3+ ax+ b which is defined over a field GF(p) to do EC arithmetic operations such as: Standard projective coordinates, Jacobean projective coordinates, Chudnovsky coordinates. In this thesis, we studied new projective coordinates systems to perform Elliptic Curves Cryptography (ECC) operations with exploiting maximum parallelism to achieve higher performance. The elected coordinates were tested by using parallel multipliers to obtain maximum gain. The result showed that three new attractive projective coordinates systems that can be used as an alternatives for the standard projective coordinates that already in use. These new coordinates are : Doubling Oriented, Tripling Oriented and Montgomery Curves. Montgomery curves gave the best results for area and time when applied for AT measure. However, the difference between these curves is very small which makes those curves to be three choices for efficient ECC Cryptprocessor design., DE, [SC: 0.00], Neuware, gewerbliches Angebot, H: 220mm, B: 150mm, 92, Selbstabholung und Barzahlung, PayPal, offene Rechnung, Banküberweisung, Internationaler Versand<

2012, ISBN: 3659260185

[EAN: 9783659260186], Neubuch, [PU: LAP Lambert Academic Publishing Sep 2012], This item is printed on demand - Print on Demand Neuware - The use of projective coordinates to define the E… Meer...

[EAN: 9783659260186], Neubuch, [PU: LAP Lambert Academic Publishing Sep 2012], This item is printed on demand - Print on Demand Neuware - The use of projective coordinates to define the Elliptic Curves (EC) instead of affine coordinates replaced the inversion operations by several multiplication operations. Many types of projective coordinates have been proposed for the elliptic curve E: y2= x3+ ax+ b which is defined over a field GF(p) to do EC arithmetic operations such as: Standard projective coordinates, Jacobean projective coordinates, Chudnovsky coordinates. In this thesis, we studied new projective coordinates systems to perform Elliptic Curves Cryptography (ECC) operations with exploiting maximum parallelism to achieve higher performance. The elected coordinates were tested by using parallel multipliers to obtain maximum gain. The result showed that three new attractive projective coordinates systems that can be used as an alternatives for the standard projective coordinates that already in use. These new coordinates are : Doubling Oriented, Tripling Oriented and Montgomery Curves. Montgomery curves gave the best results for area and time when applied for AT measure. However, the difference between these curves is very small which makes those curves to be three choices for efficient ECC Cryptprocessor design. 92 pp. Englisch<

2012, ISBN: 3659260185

[EAN: 9783659260186], Neubuch, [PU: LAP Lambert Academic Publishing], nach der Bestellung gedruckt Neuware -The use of projective coordinates to define the Elliptic Curves (EC) instead of… Meer...

[EAN: 9783659260186], Neubuch, [PU: LAP Lambert Academic Publishing], nach der Bestellung gedruckt Neuware -The use of projective coordinates to define the Elliptic Curves (EC) instead of affine coordinates replaced the inversion operations by several multiplication operations. Many types of projective coordinates have been proposed for the elliptic curve E: y2= x3+ ax+ b which is defined over a field GF(p) to do EC arithmetic operations such as: Standard projective coordinates, Jacobean projective coordinates, Chudnovsky coordinates. In this thesis, we studied new projective coordinates systems to perform Elliptic Curves Cryptography (ECC) operations with exploiting maximum parallelism to achieve higher performance. The elected coordinates were tested by using parallel multipliers to obtain maximum gain. The result showed that three new attractive projective coordinates systems that can be used as an alternatives for the standard projective coordinates that already in use. These new coordinates are : Doubling Oriented, Tripling Oriented and Montgomery Curves. Montgomery curves gave the best results for area and time when applied for AT measure. However, the difference between these curves is very small which makes those curves to be three choices for efficient ECC Cryptprocessor design. 92 pp. Englisch, Books<

ISBN: 9783659260186

The use of projective coordinates to define the Elliptic Curves (EC) instead of affine coordinates replaced the inversion operations by several multiplication operations. Many types of pr… Meer...

The use of projective coordinates to define the Elliptic Curves (EC) instead of affine coordinates replaced the inversion operations by several multiplication operations. Many types of projective coordinates have been proposed for the elliptic curve E: y2= x3+ ax+ b which is defined over a field GF(p) to do EC arithmetic operations such as: Standard projective coordinates, Jacobean projective coordinates, Chudnovsky coordinates. In this thesis, we studied new projective coordinates systems to perform Elliptic Curves Cryptography (ECC) operations with exploiting maximum parallelism to achieve higher performance. The elected coordinates were tested by using parallel multipliers to obtain maximum gain. The result showed that three new attractive projective coordinates systems that can be used as an alternatives for the standard projective coordinates that already in use. These new coordinates are : Doubling Oriented, Tripling Oriented and Montgomery Curves. Montgomery curves gave the best results for area and time when applied for AT measure. However, the difference between these curves is very small which makes those curves to be three choices for efficient ECC Cryptprocessor design. Bücher, Hörbücher & Kalender / Bücher / Sachbuch / Computer & IT<