What He Saw But Couldn’t Write (Ramanujan v2) [PDF]
This paper reinterprets Srinivasa Ramanujan’s most enigmatic mathematical objects—including the mock theta functions, partition congruences, and Ramanujan primes—using the CODES framework of structured resonance.
Bostick, Devin
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FCAA Special 2020 Conferences' Issue (FCAA-Volume 23-6-2020). [PDF]
Kiryakova V.
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Study of Expression of <i>MST3</i> in Myeloid Leukaemia. [PDF]
Arthi B +7 more
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Ramanujan type congruences via modular forms
Uma partição de um inteiro positivo n é uma coleção de inteiros positivos cuja soma é igual a n. No século XX, o matemático Srinivasa Ramanujan descobriu propriedades aritméticas para funções que contam o número de partições, mais especificamente, ele ...
Sakai, Pedro Diniz [UNIFESP]
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Synthesis and structure of ammonium bis-(malonato)borate. [PDF]
Govindharajan G +5 more
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Stereodynamic Helicenes for Chirality Sensing and Enantiomeric Assay through Diastereomeric Helical Enrichment. [PDF]
Sarkar D +6 more
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Origin of Enhanced Efficiency and Reduced Roll-Off in Organic Light-Emitting Diodes Based on Pt(II) Complexes. [PDF]
Shukla A +15 more
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Semi supervised data mining model for the prognosis of pre-diabetic conditions in type 2 Diabetes Mellitus. [PDF]
Sumathi A, Meganathan S.
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Book Review: Collected Papers of Srinivasa Ramanujan [PDF]
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Algorithm-assisted discovery of an intrinsic order among mathematical constants. [PDF]
Elimelech R +8 more
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