In literature:
But why was it made sin?
"In Convent Walls" by Emily Sarah Holt
The love of sin which is in thee is worse than any act of sin thou couldst commit.
"One Snowy Night" by Emily Sarah Holt
Every man must answer for his own sins, and therefore every man must have the right to determine for himself what is sin.
"Cotton is King and The Pro-Slavery Arguments" by Various
It is only as we know sin truly that we can truly know the power that saves from sin.
"The Ministry of Intercession" by Andrew Murray
The girl was told to do what she felt would be sin against God.
"Things as They Are" by Amy Wilson-Carmichael
He who knew no sin was made sin for us and on the Cross peace was made.
"The Lord of Glory" by Arno Gaebelein
Whose sins thou dost forgive they are forgiven, and whose sins thou dost retain they are retained.
"The Missionary" by George Griffith
It is not the penalty for sin which he must fear, but the sin itself.
"Bunyan" by James Anthony Froude
This makes man entirely responsible for his sin and accountable to God for everything sin does in his life.
"The Church, the Schools and Evolution" by J. E. (Judson Eber) Conant
Sinful men and women fell at his feet and confessed their sins.
"Christ, Christianity and the Bible" by I. M. Haldeman
How priests can grant absolution for sins when, to me, sins are forgiven only when they are forsaken, I have not been taught.
"Carmen Ariza" by Charles Francis Stocking
Our sins are gone for time and eternity, if God forgives: and what we have to do is to confess and forsake our sins.
"The Way to God and How to Find It" by Dwight Moody
He who is himself sinful cannot undergo punishment for the sins of others.
"Christology of the Old Testament: And a Commentary on the Messianic Predictions. Vol. 2" by Ernst Hengstenberg
Here are human sin, human sorrow.
"The Message and the Man:" by J. Dodd Jackson
Such life should not and can not be a life of sin, because sin was crucified before in us and we had to die to it.
"Epistle Sermons, Vol. III" by Martin Luther
He looked down into the future, saw God's Son coming up Calvary, bearing his sins and the sins of all posterity.
"Men of the Bible" by Dwight Moody
If God did not spare David, do you think He will spare us if we fall into sin and do not confess and turn from our sins?
"Sowing and Reaping" by Dwight Moody
Before we sin, it is the gain we see; after we sin, the guilt.
"The Expositor's Bible: The Gospel of St John, Vol. II" by Marcus Dods
God knows we did not mean to sin; but we sinned, for all.
"On the Heights" by Berthold Auerbach
Come, then, let's go guarded, with such as you 'Twere sin to fear, were all the world untrue.
"A Select Collection of Old English Plays" by Robert Dodsley
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In poetry:
Come to me, Belovèd;
Light and healing bring;
Hide my sin and sorrow
Underneath Thy wing.
"Homo Factus Est" by Digby Mackworth Dolben
I said unto the morn and mist,
Drearily:
"The babe unborn whom sin hath kissed."
(Wearily.)
"Woman’s Portion" by Madison Julius Cawein
I said unto the rain and wind,
Drearily:
"The love, for which my soul hath sinned."
(Wearily.)
"Woman’s Portion" by Madison Julius Cawein
Faith is not merely waiting
For glory that may be,
Faith is not merely hating
The sinful ecstasy.
"Faith" by Samuel Ellsworth Kiser
Strange Sea! why is it that you never rest?
And tell me why you never go to sleep?
Thou art like one so sad and sin-oppressed --
(And the waves are the tears you weep) --
And thou didst never sin -- what ails the sinless deep?
"Sea Reverie" by Abram Joseph Ryan
The dying thief rejoiced to see that fountain in his day;
And there have I, though vile as he, washed all my sins away.
Washed all my sins away, washed all my sins away;
And there have I, though vile as he, washed all my sins away.
"There Is A Fountain Filled With Blood" by William Cowper
In news:
When people talk about the Bible's twin sin cities, top billing always goes to Sodom.
"Article avoided discussion of sin" and other Letters to the Editors.
Muslims seeking to erase sins, praying for peace.
Washington sigue sin conocer la victoria esta temporada.
It's a grave sin not to fast, but allowances are made, and the Kansas City woman has fallen under two categories of exemptions: Two years ago, she was pregnant.
Invention washes away sins — without flu fears.
Sitting Here in Limbo The Mighty Hannibal: We're Gonna Make It Steve Wynn: There Will Come a Day The Original Sins: Wish I Was Here The Continental Drifters: Someday.
Boko Haram means "Western education is a sin".
LAS VEGAS – Here in Sin City, where it is easier to find a wedding chapel than a McDonald's, honeymoons are big business.
Here in Sin City, where it is easier to find a wedding chapel than a McDonald’s, honeymoons are big business.
Iconic writer Grant Morrison is throwing his own comic-book convention and bringing some friends with him to Sin City.
The volunteer group has been serving a once-a-month community meal sin.
Update your fall wardrobe with a pair of leggings or skinny trousers, including sinfully soft suede.
The group announced today they'd begin a nine-show, three-week run in Sin City that includes their greatest hits, plus their 1987 album 'Hysteria' in its entirety.
Reporting massacres that didn't happen, and other media sins.
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In science:
The generating function for Motzkin numbers Mn we denote by M (x); that is, M (x) = Pn≥0 Mnxn . A Chebyshev polynomials of the second kind are deﬁned Up (cos θ) = sin(p + 1)θ/ sin θ.
restricted 1-3-2 permutations and generalized patterns
N [(N − 1) sin φ − sin(N − 1)φ], with corner at 1, as it is proved in Appendix B.
Random unistochastic matrices
A− (τ ) sin(φ− (t)) + a−(τ )(cid:3) sin(θ0 i + ψ) where φ± (t) are fast variables, and dφ±/dt, A± (τ ), and a± (τ ) are slow variables.
Out-of-equilibrium states as statistical equilibria of an effective dynamics
It is possible to evaluate Eq. (7) for ρ = 1 2 (I + r · σ) yielding νµ eiαµ = (aµ + r · bµ ) cos θµ + (r × eµ ) · bµ sin θµ −i(eµ · bµ + aµ r · eµ ) sin θµ .
Generalization of geometric phase to completely positive maps
This is because |Qn | is maximal possible on In,j if θ when sin(2θ) is positive and Dn,j 2 γ n when sin(2θ) is negative (or vice-versa).
Sparse Potentials With Fractional Hausdorff Dimension
So if we let Xn (k) ≡ sin(ϕn (k)), then Xn is a series of exact sin waves on intervals In,j .
Sparse Potentials With Fractional Hausdorff Dimension
In fact, if in the deﬁnition of the AM transform we replace the multiplier sin(x) by sin(x + k), we obtain the same function AMf .
The amplitude modulation transform
In spherical coordinates, P = (sinθ cosφ, sinθ sinφ, cosθ).
Random matrix theory and symmetric spaces
We thus have the function −{ ci(−z ) sin(−z ) + si(−z ) cos(−z )} = sin(z ) ci(−z ) − cos(z ) si(−z ), which is holomorphic in C \ [0, +∞).
Generalized eigenfunctions of relativistic Schroedinger operators I
The Fermi velocity v = ∇p ǫp can be expressed as v = vr ˆr + vθ ˆθ + vφ ˆφ, where ˆθ = (cos θ cos φ, cos θ sin φ, − cos θ) and ˆφ = (− sin φ, cos φ, 0).
Anisotropic Diamagnetic Response in Type-II Superconductors with Gap and Fermi-Surface Anisotropies
P = (x, y , z) on the sphere of radius 1 (in spherical coordinates, P = (sinθ cosφ, sinθ sinφ, cosθ)).
Lectures on random matrix theory and symmetric spaces
Pm,m′≥1 [H cc mm′ sin(mφ) sin(m′ θ)] mm′ sin(mφ) cos(m′ θ)+H ss mm′ cos(mφ) sin(m′ θ)+H sc mm′ cos(mφ) cos(m′ θ)+H cs where D(µ) is the relevant normalization constant and µ denotes collectively all coeﬃcients {A⋆ , B ⋆ , H ⋆⋆} with ⋆ ∈ {c, s}.
Finitely connected vector spin systems with random matrix interactions
H cc cos(φ) cos(θ) + H cs cos(φ) sin(θ) + H sc sin(φ) cos(θ) + H ss sin(φ) sin(θ)] with D(µ) the appropriate normalization constant.
Finitely connected vector spin systems with random matrix interactions
CM B = czLG + vLG [sin(b) sin(bLG ) + cos(b) cos(bLG ) cos(|lLG − l|)], where vLG is the amplitude of the LG velocity with respect to the CMB and (lLG , bLG ) is the direction of its motion.
The Dipole Anisotropy of the 2 Micron All-Sky Redshift Survey
I0 = I cos Ω + J sin Ω , J0 = −I cos θ sin Ω + J cos θ cos Ω + K sin θ , K0 = I sin θ sin Ω − J sin θ cos Ω + K cos θ , where the rotational angles Ω and θ are constant.
General Relativistic Theory of Light Propagation in the Field of Radiative Gravitational Multipoles
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