what is meant by strong corner in ASIC context?
414976
I dont understand what you mean by that question, but \nASIC stands for Application specific integrated circuit. \nA custom made chip to achieve a said purpose.
589983
Add some rigor. Remember that a sequence {a_i} is defind to converge to a limit L iff for every positive difference D > 0, there exists some n such that for all N > n, the difference between the limit L and any subsequent term a_N is less than D. We are squeezing D down to 0 by showing that we can always supply such an n. Thus, your job is to supply some pseudofunction n(D) giving an upper range of indices that satisfy the definition above.\n\nFor the pattern above, the (2n + 1)th term is 8 + 1/(n + 2) while the (2n)th term is 8 + 2/(n + 2). As n increases without bound, the (2n + 1) subsequence approaches 8, as given any positive difference D, one can find a least (2n + 1) such that all terms greater than (2n + 1) yields a difference 8 - (8 + 1/(n + 2)) = 1/(n + 2) less than D. In this case, choose n(D) > (1 - 2D)/D. \nUse a similar tactic to show that the even indexed subsequence converges to the same value, and thus the sequence converges to 8.\n\nAs for the second sequence, as long as all of the remaining values are 6, it converges to 6 by a trivial argument. Given a positive difference D, simply choose n(D) > 6, since 6 - a_n = 0 for any n > 6.
680356
Sadly, the Pentium D's are pretty much 2 scaled-back Pentium 4 Northwoods slapped onto a single chipset. It's not a new architecture. They pretty much use the same decoding instructions.
312999
IT is MIMD meanin: Multiple Instructions Multiple Data.\nIN such a processors there are multiple streams of data to be operated upon by multiple set of instructions.\nit is used in high end database,application servers.\nthere are multiple Arithmatic Logic Units(ALU) to execute the operations n data buses to fetch the data.\nfurther if the processors are placed on same board or in same machine then its called Tightly-Coupled config. whereas when they are on different machines then called as Loosely-Coupled.\nExample of later is Distributed sistems.
266805
It's a BIG number that means absolutely nothing. They stick big numbers in there to intice you into buying it. Who knows with AMD?  They know Pentiums are better.
1112455
You might be thinking of a Reuleaux (or Rouleaux) triangle, but it has rounded sides, not rounded corners.
308805
I predict the value will increase without bound. One factor in  any potential success is the way you integrate around the pole. There could be a strong singularity!
583936
historical restricted corners
1126998
http://www.siliconchip.com.au/cms/A_105834/article.html\nthats an image
332232
FX was a series of Nvidia cards,  not the best of chipsets. The highest I believe was an FX5900
867867
Ignore the relative maximum from -2<x<3. The horizontal asymtote is defined to be the limit as x approaches infinity of the function. Which as you have calculated is 3.
928681
Yes.\nThat's what the 2S means in 2SHD or (Or the DS in DSHD)\n= 2 Sided High Density, or Double Sided High Density.
45975
That is the whole point of having a standard like ATX. The hole locations and the expansion slot positions are  defined in the specification. The only potential differences are between Full ATX, mini ATX and micro ATX and so on. Also, if you have some crazy SLI motherboard and you want to run dual high end video cards, you might want to make sure the case will accomodate your needs.
509423
Almost all current computers use the IEEE 754 floating\npoint formats for single and double precision.  The\ntwo formats use the same general structure -- differing\nonly in size.\n\nThe layout is:\n\nsign   exponent    fraction\n\nFor single precision, the sign is 1-bit, the exponent\nis 8 bits, and the fraction is 23 bits.\n\nFor double precision, the sign is 1-bit, the exponent\nis 11 bits, and the fraction is 52 bits.\n\nThere are a couple of complications to consider, though.\n\nFirst, the "fraction" represents a number between 1 and 2,\nso the leading bit would *always* be a 1.  Therefore,\nthere's no need to actually store it (since it is\nguaranteed), but rather it is *implied*.  This allows\nthe fraction to effectively have 24 (single) and 53\n(double) bits of precision using only 23 and 52 bits of\nactual storage.\n\nThe second complication is that in order to facilitate\nbinary comparisons, the exponent is biased by a fixed\namount.  This is explained in the references, but the\nthing to take away is that the exponent won't quite\nbe the binary value that you might naively expect.\n\nThere are also several special-case bit patterns to\nrepresent infinities, not-a-number, underflow, overflow,\nand zero.  Again, these are enumerated and explained\nin the references.
667524
All I know is that it's a TI chip based on TMS320 DSP platform. I found a good expression on the following site, but am not sure it's valid still.\n\nBetter to take a look at TI databooks.\nYours\nFredy
644077
The voltage at which the attractive forces between the capacitor plates overpowers the fasteners.\n\nTake a look\n\nwww.math.ubc.ca/~ward/papers_ps/memspap.pdf
1088812
( mani_teminal / client server pc)\ncost:  very expensive / low \nimplement and maintenece:  hard and expensive / low\nsecurity:  very very high / bery low \npower:  very very high / low \nfind expert man :very hard / easy \nsoft ware:   limmieted and few / more and unlimited \ngraphical porpuse: not availibel  /  avilibel \ncenterlize : yes / no \ncapcity :very very high / very limitted \nsafe and stable: very very high / not  stable \nterminals usally ar not have processing alone and in this case security is high