Sentence examples for denotes the bandwidth of from inspiring English sources

Exact(8)

where W denotes the bandwidth of the spectrum.

And T denotes the integration time, W denotes the bandwidth of filter.

In Figure 3, Zj,0, Zj,1, Zj,2, and Zj,3 are chi-square variables with approximately a degree 2TW[8], where T denotes the integration time and W denotes the bandwidth of the filtered signals.

Using the result from[26], Equation (16 ], Equation (15) can be approximated as σ w 0 j j 2 ≈ P w 0 j w 0 j j f B, where B denotes the bandwidth of the signal.

Different from the POCS method, the sampling theory proposed in [12] recovers the sampled graph signal by employing an interpolation operator Φ=U w (P T U w )−1, where w denotes the bandwidth of bandlimited graph signal, U denotes the eigenvector matrix of graph adjacency matrix A, U w denotes the first w columns of U, and P T denotes the sampling operator.

where B n denotes the bandwidth of the nth subchannel, P m,n denotes the transmit power of the mth interrupted SU on the nth subchannel, and σ 2 denotes the noise power of the link from the mth interrupted SU to its CBS on the nth subchannel.

Show more...

Similar(51)

Let W m and W s denote the bandwidth of the main channel and side channel, respectively.

Lemma 2 Let S index represent the size of each index packet and B I denote the bandwidth of the index channel.

Let ({W_{i}^{max }}) denote the available bandwidth of GAP i and W i denote the bandwidth of each subchannel of GAP i, the maximum number of users associated to GAP i can be calculated as (A_{i}=left lfloor frac {W_{i}^{max }}{W_{i}}right rfloor ).

For real valued signals, spectra are even functions, letting [-KF, KF] denote the bandwidth of signals v1,..., v L, we can take frequency sub-bands in the form B k = [ ( - k - 1 ) F, ( - k + 1 ) F ] ∪ [ ( k - 1 ) F, ( k + 1 ) F ]. (9).

where K denotes the kernel function, and h denotes the bandwidth (BW) parameter of the kernel.

Show more...

Ludwig, your English writing platform

Write better and faster with AI suggestions while staying true to your unique style.

Student

Used by millions of students, scientific researchers, professional translators and editors from all over the world!

MitStanfordHarvardAustralian Nationa UniversityNanyangOxford

Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak quote

Justyna Jupowicz-Kozak

CEO of Professional Science Editing for Scientists @ prosciediting.com

Get started for free

Unlock your writing potential with Ludwig

Letters

Most frequent sentences: