Summation

considerations √ 2C Sy = N N −1 n=0 exp {−jϕ0 } + exp {j4πFD,0 n + jϕ0 } ≈ 2 C/2 exp{−jϕ0 } (10) In (10) the Euler formula for the cosine has been employed and the high frequency complex exponential has been considered filtered by the summation. If a data transition occurs during the coherent integration process, the impact of the navigation message cannot be neglected. In this case it is possible to show that the amplitude of the useful signal contribution is reduced by a √ factor Lb [18]

New Wave was comprised of a group of daring iconoclasts who rejected conventional film making and experimented with new methods of editing, visual construction, and narrative. They believed in the auteur theory, which states that a film is the summation of the director’s personal creative vision. Take one scene inside the building where Gabriel and Zazie stay when they first arrive. The landlord greets them only to receive an unbelievable wave of cursing from Zazie. Stunned, he walks next to a

of voltage and current in an external circuit connected to the coil, and the net voltage and amperage (power) produced by the coil is a result of the summation of both simultaneous interactions with said coil and its Drude electrons and of the iterative "ping-pong" interactions between the two simultaneous interactions, and therefore the summation provides a greater coil output energy than is produced by the coil 20 from either the magnetic field (curled A) separately or the field-free A-potential

outperform the non-ABC benchmark firms in month t: -r A where n^ is the number of observations in month t, and sd^ is the cross-sectional standard deviation of the abnormal returns for month t. The cumulative abnormal return (CAR) for firm i is the summation of the average abnormal return from event month q to event month s: t=q The CAR is cross-sectionally averaged and the t-statistic for the cumulative average abnormal return from month 1 to month t is computed as (Ritter 1991): 1 ^ where:

to the traditional approach, the leader attribute pattern approach is based on theorists' arguments that the influence of individual characteristics on outcomes is best understood by considering the person as an integrated totality rather than a summation of individual variables.[19][21] In other words, the leader attribute pattern approach argues that integrated constellations or combinations of individual differences may explain substantial variance in both leader emergence and leader effectiveness

Interpretation In order to understand the following Tilt-Management example, it is very helpful to understand this concept 5 audio segments Color-contribution factor (relative strength of that The total reflection from a thunderstorm is due to the summation of the energy returned from all the color’s reflection) rainstorm’s reflectors that are within its weather beam width. These reflectors can be in the form of 1 raindrops, hail, ice crystals and snow. Each Color’s Contribution = (the color’s area

used to calculate global outliers. This is a more accurate measure of whether recommendations should be believed and it is actually the global outlier state that is used to determine which rows in the behaviour profile are included in the overall summation. 6 Threat Analysis We now describe our threat model by enumerating a large number of different attacks, with some notes as to how they can be neutralised. The attacker knows the parameters of the system and can tune his parameters to manipulate

Euromonitor International Database which uses sources such as International Monetary Fund’s (IMF) International Financial Statistics (IFS), World Economic Outlook/UN/National Statistics and World Bank. a Total assets of the deposit money banks is the summation of IFS lines 22a–22f. liquidation. Therefore, the conventional risk–return hypothesis would imply a negative relationship between equity to assets ratio and bank performance. However, the lower risk increases banks creditworthiness and consequently

Fribourg, Office du livre ; Paris, Bibliothèque des arts, 1976. 391 p. Salle F – Art – [709.203 4 MORE g] Contient : Le peintre des dieux et des mythes, p. 79-112 Orozco, José Clemente (1883-1949) Scott, David W. « Orozco's Prometheus : summation, transition, innovation ». College Art Journal, vol. 17, n° 1, automne 1957, p. 2-18 [en ligne] Ressources numériques > Ressources électroniques > Livres et périodiques http://www.jstor.org/stable/773653 (consulté le 5/12/12) Parmesan, Le (1503-1540)

term in the loss function    C = C1 + C2(F) With constraining the activation of towards 0 Different penalization terms may be used to enforce sparsity   norm Kullback Leibler divergence penalty ∑ 1 C        144 log 1 The summation is over the hidden units the hidden units are assumed sigmoid (values in [0,1]) and is the activation of hidden unit i is the mean value of over the training examples s is a sparsity parameter, typically set at a low value e.g. 0.05 Kulback Leibler