Me

📖 Courses: Strings, QFT,
     AQFT, Relativity (UG);
     Graduate, Freshman
CNYITP 🎓 degrees & jobs
Math 6-112, Physics
📄 Papers: Google, InSpire, CV
🆓📚 Free grad textbooks
New
theories of
ways to quantize
techniques in
(super)
Yang−Mills
gravity
strings
SUNY, Stony Brook CNYITP

📝 High energy physics
from easy to hard

🚾 Physics parodies

🖥 macOS, 📱iOS; TeX, Unicode; browsers

📺 Star Trek parodies (Usenet, '90)

ST:TNG
ST:TOS
Get Data!
ST Trivia Quiz
Einstein: ha!

Views expressed
on these
pages are
my own, &
shouldn't
be
taken
as
those
of
the
State
University
of
New York,
which
aren't
as good.

E=p²/2m
E=mc²
p=mdx/ds
p²+m²=0
δS/δφ=0
S=∫dτ ½(vm²-v⁻¹ẋ²)
-ds²=dxᵘdxᵛgᵤᵥ
〈gᵤᵥ〉=ηᵤᵥ/κ²
Rᵤᵥ-½gᵤᵥ=2Tᵤᵥ
[p,q]=-i
(i∂/∂t-H)ψ=0
(p̸-m)ψ=0
〈f|i〉=∫Dp Dq exp(-iS)
Δ=-i/½(p²+m²-iε)
dσ/dt=½(2π)³|T|²/λ²
∇'=eⁱᵠ∇e⁻ⁱᵠ
[∇ᵤ,∇ᵥ]=iFᵤᵥ
Q²=0
pᵦᵦ̇=λᵦλ̄ᵦ̇
A=gⁿ⁻²〈ij〉⁴/〈12〉...〈n1〉
M²=μ²exp(-1/g²)
{q,q̄}=2p̸
δθ=ε, δx=iεΓθ
L=-¼R+ψ̄ᵣγʳᵘᵛ∇ᵤψᵥ
S=(1/2πα')∫d²σ(∂X)²
A=g²B[-α(s),-α(t)]
J=α'M²+α₀
Z=〈exp(∫φO)〉

E=p²/2m
E=mc²
p=mdx/ds
p²+m²=0
δS/δφ=0
S=∫dτ ½(vm²-v⁻¹ẋ²)
-ds²=dxᵘdxᵛgᵤᵥ
〈gᵤᵥ〉=ηᵤᵥ/κ²
Rᵤᵥ-½gᵤᵥ=2Tᵤᵥ
[p,q]=-i
(i∂/∂t-H)ψ=0
(p̸-m)ψ=0
〈f|i〉=∫Dp Dq exp(-iS)
Δ=-i/½(p²+m²-iε)
dσ/dt=½(2π)³|T|²/λ²
∇'=eⁱᵠ∇e⁻ⁱᵠ
[∇ᵤ,∇ᵥ]=iFᵤᵥ
Q²=0
pᵦᵦ̇=λᵦλ̄ᵦ̇
A=gⁿ⁻²〈ij〉⁴/〈12〉...〈n1〉
M²=μ²exp(-1/g²)
{q,q̄}=2p̸
δθ=ε, δx=iεΓθ
L=-¼R+ψ̄ᵣγʳᵘᵛ∇ᵤψᵥ
S=(1/2πα')∫d²σ(∂X)²
A=g²B[-α(s),-α(t)]
J=α'M²+α₀
Z=〈exp(∫φO)〉
E=p²/2m
E=mc²
p=mdx/ds
p²+m²=0
δS/δφ=0
S=∫dτ ½(vm²-v⁻¹ẋ²)
-ds²=dxᵘdxᵛgᵤᵥ
〈gᵤᵥ〉=ηᵤᵥ/κ²
Rᵤᵥ-½gᵤᵥ=2Tᵤᵥ
[p,q]=-i
(i∂/∂t-H)ψ=0
(p̸-m)ψ=0
〈f|i〉=∫Dp Dq exp(-iS)
Δ=-i/½(p²+m²-iε)
dσ/dt=½(2π)³|T|²/λ²
∇'=eⁱᵠ∇e⁻ⁱᵠ
[∇ᵤ,∇ᵥ]=iFᵤᵥ
Q²=0
pᵦᵦ̇=λᵦλ̄ᵦ̇
A=gⁿ⁻²〈ij〉⁴/〈12〉...〈n1〉
M²=μ²exp(-1/g²)
{q,q̄}=2p̸
δθ=ε, δx=iεΓθ
L=-¼R+ψ̄ᵣγʳᵘᵛ∇ᵤψᵥ
S=(1/2πα')∫d²σ(∂X)²
A=g²B[-α(s),-α(t)]
J=α'M²+α₀
Z=〈exp(∫φO)〉

E=p²/2m
E=mc²
p=mdx/ds
p²+m²=0
δS/δφ=0
S=∫dτ ½(vm²-v⁻¹ẋ²)
-ds²=dxᵘdxᵛgᵤᵥ
〈gᵤᵥ〉=ηᵤᵥ/κ²
Rᵤᵥ-½gᵤᵥ=2Tᵤᵥ
[p,q]=-i
(i∂/∂t-H)ψ=0
(p̸-m)ψ=0
〈f|i〉=∫Dp Dq exp(-iS)
Δ=-i/½(p²+m²-iε)
dσ/dt=½(2π)³|T|²/λ²
∇'=eⁱᵠ∇e⁻ⁱᵠ
[∇ᵤ,∇ᵥ]=iFᵤᵥ
Q²=0
pᵦᵦ̇=λᵦλ̄ᵦ̇
A=gⁿ⁻²〈ij〉⁴/〈12〉...〈n1〉
M²=μ²exp(-1/g²)
{q,q̄}=2p̸
δθ=ε, δx=iεΓθ
L=-¼R+ψ̄ᵣγʳᵘᵛ∇ᵤψᵥ
S=(1/2πα')∫d²σ(∂X)²
A=g²B[-α(s),-α(t)]
J=α'M²+α₀
Z=〈exp(∫φO)〉