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Researchers have discovered a large number of public key and signature primitives with special properties; I ll describe only the two that appear to have been fielded to date: threshold signatures and blind signatures Threshold signatures are a mechanism whereby a signing key (or for that matter a decryption key) can be split up among n principals so that any k out of n can sign a message (or decrypt one) For k = n, the construction is easy With RSA, for example, we can split up the private decryption key d as d = d 1 +d 2 +..+d n For k < n it s slightly more complex (but not much) [246].

Similarity of asset mix Relative risk in the loan portfolio Degree of concentration in the loan portfolio Level of loan loss reserves Ability to generate noninterest income consistently Similarity in characteristics of the local/regional economy

Threshold signatures are used in systems where a number of servers process transactions independently and vote independently on the outcome; they may also be used to implement business rules such as a check may be signed by any two of the seven directors Blind signatures can be used to make a signature on a message without knowing what the message is For example, if I am using RSA, I can take a random number R, form ReM (mod n), and give it to the signer, who computes (ReM)d = RMd (modulo n) When he or she gives this back to me, I can divide out R to get the signature Md .

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an early lattice model in 1972 [675].

The possible application is in digital cash; a bank might agree to honor for $10 any string M with a unique serial number and a specified form of redundancy, bearing a signature that verified as correct using the public key (e,n) Such a string is known as a digital coin The blind signature protocol shows how a customer can get a bank to sign a coin without the banker knowing its serial number The effect is that the digital cash can be anonymous for the spender (There are a few more details that need to be sorted out, such as how to detect people who spend the same coin twice; but these are fixable) Blind signatures and digital cash were invented by Chaum [178], along with much other supporting digital privacy technology covered in 20 [177] Researchers continue to suggest new applications for specialist public key mechanisms.

X3(O) = 0.167, As(l) = 0.125, A,(2) = 0.

A strong candidate is in online elections, where one requires a particular mixture of anonymity and accountability..

is equivalent to allowing for unrestricted tax-loss carry forwards. Smith (1995), p. 26, and Bamberg and Baur (1991), p. 121.

survive in only four books.) Marcus received a copy of them from Rusticus (1.7.3) and often re ects on them. Hadrian had the perception to call the young Marcus verissimus ( most truthful ) honest and realistic.8 Marcus gave still another impression to some of his contemporaries. In a letter from about 145 147 to Marcus, who now has the title Caesar, Fronto confesses that he has commented on Marcus serious and morose character to some close friends. He notes that Marcus has the habit of reading a book in the theater or at a banquet. The adjectives he goes on to employ reveal the popular estimate of the dour and serious Stoic.9 Fronto could not have known this entry from the Meditations (6.46):

37. If the market price is the same as your strike price, your put option is ______________. Answer: A At-the-money. Discussion: When the strike price is equal to the underlying asset, whether puts or calls, the contract is at-the-money.

Individuals and interactions over processes and tools Working software over comprehensive documentation Customer collaboration over contract negotiation Responding to change over following a plan That is, while there is value in the items on the right, we value the items on the left more.

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