# Window

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## Window

A brokerage firm's cashier department, where delivery of securities and settlement of transactions take place.

## Window

1. A physical place at a bank or brokerage where a customer goes to receive services. For example, a client may approach a window at a bank to deposit a check or make a withdrawal. Likewise, a client goes to a window at a brokerage to settle an account or deliver and receive securities.

2. A time during which it would be advantageous to conduct a certain transaction. For example, an investor has a window in which to make a profit on a security by buying while the price tends to rise and selling when it tends to fall.

## window

A period of time during which an action can be expected to generate a successful result. For example, underwriters may have a window for corporate debt issues sandwiched between two periods of heavy U.S. Treasury offerings.
References in periodicals archive ?
(2013) suggest multiplying the window width obtained by the IRSC method by a constant, C = 1.16231 when the Gaussian kernel is used, which would increase the window width on average by about 0.03.
* However, ASPECTS may fail to differentiate between an old infarction and an acute infarction when using a narrowed window width setting.
Kernel Kernel function, K(k) Epanechnikov [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII] Triangular [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII] Gaussian [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII] Rectangular [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII] Kernel Efficiency Optimal (%) window width Epanechnikov 100 2.34[sigma]/[n.sup.5] Triangular 98.6 2.58[sigma]/[n.sup.5] Gaussian 95.1 1.06[sigma]/[n.sup.5] Rectangular 93 1.84[sigma]/[n.sup.5] Table 4.
The S-transform performs multiresolution analysis on a time varying signal as its window width varies inversely with frequency.
For the following analyzes, the pyramid level L is kept equal to two and the window width W is chosen to be equal to three grain's mean diameter [d.sub.4,3].
For a large window, dress up with swanky drapes and make sure your curtain width measurement is one to two times window width to ensure your drapes look full and busty.
The appropriate window width and level settings are important for identifying small emboli, webs, or flaps.
It was noted that the average of 1.8 times horizontal shear strength can be obtained for walls with window openings by ignoring the window width. These results may be useful for shear wall design.
Moreover, the level setting and window width of the images could not be changed.
longer than the window width. Cut and bend the profile shown (see detail) on both ends.

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