Chicago Mercantile Exchange Inc.

Frederick Sturm

James Joseph Boudreault

Edmund Carey

Dhiraj Subhash Bawadhankar

Robert William Taylor

Sean Michael Downey

Matthew Scott Simpson

David Bixby

Thomas Lord

Stephen Hurst

Daniel Grombacher

Sten Anderson

Suzanne Sprague

Vivek Kondaveeti

John Labuszewski

Jonathan Kronstein

John Wiley

Peter Barker

Agha Irtaza Mirza

Michael Kamradt

Suzanne Spain

John Nyhoff

Eugene Mueller

Tim Elliott

Tim Doar

Julie Winkler

The disclosed embodiments relate to an exchange computing system which selectively prematurely expires financial instruments in order to finally settle them and remove them from the computing system. In particular, the disclosed embodiments recognize that during the pendency of a futures contract between first available trade date and the expiration, the exchange computing system must facilitate trading thereof by tracking traders positions, providing regular pricing data as well as transacting trades therefore. This consumes exchange resource especially given the number of products offered and the extended length of term for some. Accordingly where contracts can be settled early and thereby removed from being transacted, exchange resources may be conserved.

Minimization of the consumption of data processing resources in an electronic transaction processing system via selective premature settlement of products transacted thereby based on a series of related products

An illustrative computing device may include a processor and a non-transitory memory device for storing a data structure capable of being compressed, where the data structure includes a plurality of data elements and each of the plurality of data elements includes a date field and a quantity field. The computing device may process instructions to arrange the plurality of data elements in a consecutive series in date order based on a value stored in the date field of each data element, determine whether a gap appears in the consecutive series of data elements based on a value stored in the quantity field of each element, remove the determined gaps in each of the data elements, and repeat the determining and removing steps until a predetermined criterion has been reached.

Compression of an exchange traded derivative portfolio

A computer implemented method for assigning values to objects includes receiving a plurality of values for each of a plurality of base objects including a first and second base object; receiving a plurality of values for a first composite object associated with the first and second base objects; generating and storing in the memory a solution set including combinations of values of the first and second base objects; for each combination in the solution set, generating first transaction results by computing transactions between the values of the first and second base objects; comparing each of the first transaction results to a first range of values including the values of the first composite object; and removing, from the solution set and from the memory, the combinations of the values of the first and second base objects corresponding to the first transaction results that are outside of the first range of values.

Systems and methods for iterative optimization of related objects

The disclosed embodiments relate to determining a listing date, an expiration date and the cash settlement price of a futures contract, i.e. a Treasury Futures, for the delivery of the most recently issued, referred to as an on-the-run, US treasury Note of a particular maturity by reference to the U.S. Treasury Auction cycle and the difference between a resultant industry surveyed swap rate and a resultant industry surveyed swap spread of the respective tenors (time remaining until maturity) of the on-the-run treasury futures.

Listing and expiring cash settled on-the-run treasury futures contracts

An exchange computer system creates, trades and/or otherwise manages basis derivative contracts. At maturity, a basis derivative contract may have two components. A first component may require a party to the basis derivative contract to make or take some type of delivery related to a particular subject matter. A second component may require the basis derivative contractee to accept a further obligation under one or more derivative contracts related to the subject matter.

Exchange-traded basis derivative contracts

The disclosed embodiments relate to a system which calculates a conversion factor (CF) based upon a zero percent (0%) futures contract standard. The zero percent futures contract standard may be used in the context of futures or forwards based upon coupon bearing debt securities including Treasuries, Treasury Inflation Protected Securities (TIPS), agencies, corporates, municipals, or any fixed income security. The system also facilitates listing, trading, and settlement of an interest rate futures contract that sets forth such a zero percent futures contract standard. The system may be configured for both interest rate futures contracts utilizing a nonzero percent futures contract standard and interest rate futures contract utilizing a zero percent futures contract standard. The system may be configured to calculate an invoice amount for the interest rate futures contract to be paid in exchange for the delivery of the one of the set of eligible interest rate or debt securities and instruments.

Zero coupon conversion factor calculation

The disclosed system makes available multiple interest rate futures contracts ('IRFC') for a given set of interest rate securities, such as US Treasury Notes, which may be used to satisfy the delivery obligation. The terms on which the delivery obligation of each such IRFC are met are governed by an associated conversion factor yield ('CFY') value which is associated, in turn, with a corresponding set of conversion factors (&#x201c;CF&#x201d;), each of which corresponds to one member of the set of securities eligible for delivery, and which may be used at the time of delivery of such eligible interest rate security, to determine the delivery invoice price. Offering different CFY's and corresponding CF's may enable a market participant who seeks to use such futures to acquire or shed financial risk exposure to select from such array of futures contracts the member contract that most closely mirror the participant's intended risk profile.

Multiple coupon interest rate futures contracts

A calendar spread futures contract is a forward contract on the intermonth spread of futures contracts. The calendar spread futures contract can be independently traded and accounted for independent of the traditional roll periods of the complementary futures contracts. An open interest holder can hedge against price volatility in the related futures contracts that may occur prior to or during the roll period. In other words, the calendar spread futures contract locks in the current spread between the front-month contract and the first-deferred contract. Buying a calendar spread futures control is equivalent to buying the spread difference between the expiring contract and the second expiry. Selling a calendar spread futures contract is equivalent to selling the spread difference between the expiring contract and the second expiry.

Calendar spread futures

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Chicago, IL, United States of America

Frederick Sturm