Sentence examples for mathematical process called from inspiring English sources

Exact(1)

Then, through a mathematical process called convolution, the computers in the SoundLab combined the music with the "acoustic signature" of the Concertgebouw, derived from a three-dimensional computer model that had been calibrated with recordings made in the actual hall with a special four-track microphone.

Similar(59)

The key Discordian practice known as "Operation Mindfuck" is exemplified in the character of Markoff Chaney (a play on the mathematical random process called Markov chain).

Such a mathematical process is called inverse modeling described by an ill-conditioned system of linear equations.

Furthermore, Wickr hides identifiable information by adding random digits to everything in the air, before mixing it all up in a mathematical algorithm several times over, a process called "salting and hashing".

In this contribution, we present recent progress toward a systematic work process called model-based experimental analysis (MEXA) to derive valid mathematical models for kinetically controlled reaction and transport problems which govern the behavior of (bio- chemical process systems.

Instead they are created in a process called "mining", in which coins are issued to a user when they solve a complicated mathematical problem using their computer.

Instead users are rewarded in a process called "mining", in which coins are issued to a user when they solve a complicated mathematical problem using their computer.

Meanwhile, Heartland's competitors are working to perfect a process called tokenization, which allows credit card numbers to move through networks using a key that has no mathematical relationship to the credit card number.

By a mathematical result called the Doob-Meyer theorem [14], each of these (random) counting processes can be decomposed into an integrated conditional intensity process (the signal) and a random process called a martingale (the noise).

A recent mathematical model [ 157] posits that temporal integration in a single neuron may result from self-amplifying calcium dynamics through a cellular process called "calcium induced calcium release".

The time-dependent uncertainties are represented using stochastic processes called Ito processes and the mathematical formulation for this problem is presented.

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