- \
Phi \times \nabla }
Using index notation: σ i j = ε i k m ε j l n Φ k l , m n {\displaystyle \sigma _{ij}=\varepsilon _{ikm}\varepsilon _{jln}\
Phi _{kl...
-
Pseudomonas virus phi2954
Pseudomonas virus phiNN
Pseudomonas virus phiYY Other un****igned phages:
Microvirgula virus phiNY
Streptomyces virus phi0 Lactococcus...
- z = M ∞ 2 ϕ x x (in flow field) {\displaystyle \
phi _{xx}+\
phi _{
yy}+\
phi _{zz}=M_{\infty }^{2}\
phi _{xx}\quad {\mbox{(in flow field)}}}
together with...
- \nabla ^{2}\
phi =0} From
Small Disturbances ( 1 − M ∞ 2 ) ϕ x x + ϕ y y + ϕ z z = 0 {\displaystyle (1-M_{\infty }^{2})\
phi _{xx}+\
phi _{
yy}+\
phi _{zz}=0}...
- {\displaystyle e^{i\delta }|\psi \rangle \otimes |\
phi \rangle =e^{i\delta }(|\psi \rangle \otimes |\
phi \rangle ),} when the
global phase gate is applied...
- xy}-M_{xy}+Q_{xx}Y_{xy}+Q_{xy}Y_{
yy}\\Q_{yx}-M_{yx}+Q_{yx}Y_{xx}+Q_{
yy}Y_{xy}&Q_{
yy}-M_{
yy}+Q_{yx}Y_{xy}+Q_{
yy}Y_{
yy}\end{bmatrix}}} In general, we obtain...
-
functions γ x x {\displaystyle \gamma _{xx}} and γ y y {\displaystyle \gamma _{
yy}} and cross-covariance
function γ x y {\displaystyle \gamma _{xy}} . Then...
- {q_{xx}-q_{
yy}+2iq_{xy}}{q_{xx}+q_{
yy}}}} ϵ = q x x − q y y + 2 i q x y q x x + q y y + 2 q x x q y y − q x y 2 {\displaystyle \epsilon ={\frac {q_{xx}-q_{
yy...
- }(\rho +d\rho )(\rho +d\rho )\,d\
phi \,dz-A_{\rho }(\rho )\rho \,d\
phi \,dz+A_{\
phi }(\
phi +d\
phi )\,d\rho \,dz-A_{\
phi }(\
phi )\,d\rho \,dz+A_{z}(z+dz)\,d\rho...
- _{
yy}+(c^{2}-\varphi _{z}^{2})\varphi _{zz}-2(\varphi _{x}\varphi _{y}\varphi _{xy}+\varphi _{y}\varphi _{z}\varphi _{yz}+\varphi _{z}\varphi _{x}\
phi _{zx})=0}...
