Pushpendra Singh

PhD (IIT Delhi)

[Pushpendra Singh @eupush]

Clipping of Dainik Bhaskar Jabalpur Nagpur Group %u0938%u0924%u0928%u093E https://t.co/oUHs1htVui

[Sandeep Gupta @sandeep310167]

@SurakshaGroup_ when you will offer possession for KPA tower no 8,9,10,11,15&16 and KPH tower no 1,2&3? As per your approved resolution plan grace period will expire soon. @myogioffice @myogiadityanath @PMOIndia @mlkhattar #savecheatedhomebuyers #savewishtownhomebuyers

[Pushpendra Singh @eupush]

@elonmusk Solved quantum paradoxes, erased Heisenberg cut, bypassed Bell with Hilbert transform, derived Born rule from stability, proved Einstein's equations ARE the ToE.
One Postulate: i = H_t

PDFLink: https://t.co/kgVY9g5eJy

#UQM #TheoryOfEverything #QuantumRevolution

[Pushpendra Singh @eupush]

@elonmusk Solved quantum paradoxes, erased Heisenberg cut, bypassed Bell with Hilbert transform, derived the Born rule from stability, proved Einstein's equations ARE the ToE.

One postulate: i = H_t
PDFLink: https://t.co/kgVY9g5eJy

#UQM #TheoryOfEverything #QuantumRevolution

[Pushpendra Singh @eupush]

My research Theory Of Everything is available on @ResearchGate: https://t.co/zmcJpS3RFi

#TheoryOfEverything #UnifiedFieldTheory #Einstein #QuantumMechanics #GeneralRelativity #Physics #UQM #Cosmology #HeisenbergCut #WavefunctionCollapse #Science #Research

[Pushpendra Singh @eupush]

🌀 Can circles and spheres have a negative radius? Surprisingly, yes.
A new paper, "The Circles and Spheres of Signed Radius: Foundations and Physical Implications," examines how signed radius alters geometry and reveals profound connections.
https://t.co/5HzvFegF2R

[Vanya Dixit @vanya_reporter]

जेपी विशटाउन स्थित किंग्सटन पार्क सोसाइटी के सामने बनाया जा रहा आरएमसी प्लांट, प्रदूषण से निवासी पर���शान। एक तरफ की रोड हो ग�� ब्लॉक, एक्सीडेंट का खतरा भी बढ़ा। शिकायत पर भी नहीं हो रही सुनवाई। @myogioffice @noida_authority @rouppcbgbn @AmarUjalaNews

[Tanuj Saxena @Tjsaxena]

@CPCB_OFFICIAL @krmanas28 @CeoNoida @noida_authority @CAQM_Official Jaypee Infratech is trying to restart the RMC plant near Kensington Park, Sec-133, which was shut by authorities earlier after residents complaints. They have also damaged and blocked the society common road with illegal construction.
Kindly take action and stop immediately.

[Pushpendra Singh @eupush]

क्वांटम कंप्यूटिंग और मशीन लर्निंग पर 100 साल पुराने फॉर्मूले को चुनौती दे रहे इंडियन साइंटिस्ट... via @aajtak https://t.co/hrQqMg3rdL

[Pushpendra Singh @eupush]

AI-Generated Video, Discussion With Einstein https://t.co/EyAhcq8ga6 via @YouTube

[Pushpendra Singh @eupush]

Real Valued Dirac Equation and Quantum Universe https://t.co/PylFyIMsby via @YouTube

[Pushpendra Singh @eupush]

Hypercomplex Numbers 3D https://t.co/aEnDhoEr5m via @YouTube

[Pushpendra Singh @eupush]

Evading the Heisenberg Limit: Vanishing Uncertainty in Unified Quantum M... https://t.co/vx5iragoXH via @YouTube

[Pushpendra Singh @eupush]

My research "The Real Dirac Equation in Unified Quantum Mechanics" is available on @ResearchGate: https://t.co/WdA8vgUREP

[Pushpendra Singh @eupush]

My research "Unified Quantum Mechanics: Real and Complex Quantum Theories via Real Operators Derived from the Hilbert Transform" is available on @ResearchGate: https://t.co/SRt2FNCvcC

[✨_geeknik_//✨ @geeknik]

𝐀𝐥𝐠𝐨𝐫𝐢𝐭𝐡𝐦𝐢𝐜 𝐛𝐫𝐞𝐚𝐤𝐭𝐡𝐫𝐨𝐮𝐠𝐡: New hypercomplex numbers unlock *infinite dimensional* normed division algebras. Traditional limits shattered. Quantum computing implications are s̲t̲a̲g̲g̲e̲r̲i̲n̲g̲. 🧵 #Mathematics #QuantumComputing

https://t.co/udEyUr0mKb

[Pushpendra Singh @eupush]

@FreyaHolmer Why can't you multiply vectors? Yes, we can multiply vectors DOI: 10.13140/RG.2.2.18553.65120/8

[Pushpendra Singh @eupush]

On the Fourier Representations and Schwartz Distributions https://t.co/qQ8N5mouCV

[Pushpendra Singh @eupush]

Fourier Representations and Schwartz Distributions https://t.co/qQ8N5mouCV

[Pushpendra Singh @eupush]

On the Fourier Representations and Schwartz Distributions https://t.co/qQ8N5mouCV

[Pushpendra Singh @eupush]

On the Fourier Representations and Schwartz Distributions https://t.co/qQ8N5mouCV