6-3 Magnetic Memories

Integrated Magnetic and Superconductive Memories.

fected cells, which produce high frequency of lysogeny, show a pattern of DNA synthesis similar to that of c+-infected complexes. The functions of the cl and c2 loci are interpreted as controlling DNA synthesis during infection leading to lysogeny. The cl locus represses phage DNA synthesis in the first few minutes of the infection, and the c2 locus maintains the repressed state after the recov...

Reconfigurable Circuits Using Magnetic Tunneling Junction Memories

This paper presents the first results of our work to research and develop new reconfigurable circuits and topologies based on Magnetic RAM (MRAM) memory elements. This work proposes a coarse-grained reconfigurable array using MRAM. A coarse-grained array, where each reconfigurable element computes on 4-bit or larger input words, is more suitable to execute data-oriented algorithms and is more a...

Fault Tolerant Design for Magnetic Memories

This study presents a Fault Tolerant memory cores based on the property of Component Reusability, a method for Fault Tolerance for content addressable memories. The memories used in the design are 256, 512, 1024 and 2048 bytes. The fault is injected into the circuitry operation by using Automatic Test Pattern Generators (ATPGs). The design has been implemented in Cadence 90 nm technology and te...

Lecture 6 : Markets 6 - 3 6 . 3 Price equilibrium

On the Diophantine Equation x^6+ky^3=z^6+kw^3

Given the positive integers m,n, solving the well known symmetric Diophantine equation xm+kyn=zm+kwn, where k is a rational number, is a challenge. By computer calculations, we show that for all integers k from 1 to 500, the Diophantine equation x6+ky3=z6+kw3 has infinitely many nontrivial (y≠w) rational solutions. Clearly, the same result holds for positive integers k whose cube-free part is n...