Faculty

Institution

Unit

Venue

Ramanjit K. Sahi

Austin Peay State University

Affiliations

Austin Peay State University

College of Business

Department Of Accounting, Finance, And Economics

College of Science, Technology, Engineering, and Mathematics

Mathematics and Statistics

Department Of Computer Science And Quantitative Methods

Department Of Mathematics And Computer Science

NoneRamanjit K. Sahi is currently serving as a Austin Peay State University faculty at Austin Peay State University.

Honors

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Experiences

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Education

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Ramanjit K. Sahi

Austin Peay State University

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applied mathematics differential equations numerical analysis partial differential equations boundary value problems numerical treatment numerical method for partial differential equation method of fundamental solution economics topology numerical mathematics boundary element methods knot theory environmental science earth science computational mechanics ordinary differential equations abstract and applied analysis forecasting nonlinear analysis numerical algorithms atmospheric measurement technique atmospheric environment atmospheric research bank marketing financial stability free boundary problems climate forecasting ozone layer depletion topological invariants string theory empirical finance option pricing credit markets financial risk management financial modeling boundary value technique initial value problems techniques applied predict tropospheric ozone semi-arid climate region pricing options credit risk lending industry

Notable Scholarly Works

Notable Federal Grants

Collaborators

Quantifying Credit Risk in Lending Industry: A Monte Carlo Simulation Approach. (2024)

financial economicsrisk managementcredit marketsfinancial risk managementeconomicsfinancequantitative analysis (finance)bank marketingfinancial stabilitycredit riskfinancial modelinglending industry

Exponentially Fitted Block Backward Differentiation Formulas for Pricing Options. Cogent Economics & Finance (2021)

S. N. JatorR. K. SahiM. I. AkinyemiD. Nyonna

financial economicseconomicsfinancequantitative analysis (finance)empirical financeoption pricingpricing optionsasset pricing

Machine Learning Techniques Applied to Predict Tropospheric Ozone in a Semi-Arid Climate Region. Mathematics (2021)

atmospheric measurement techniqueatmospheric environmentatmospheric researchenvironmental scienceclimate forecastingtechniques appliedearth scienceforecastingpredict tropospheric ozoneatmospheric scienceozone layer depletionsemi-arid climate region

Continuous Fourth Derivative Method for Third Order Boundary Value Problems. International Journal of Pure and Apllied Mathematics (2013)

abstract and applied analysisnumerical mathematicsnumerical analysisboundary value problemsfree boundary problemsnumerical treatmentboundary element methodsapplied mathematicsmethod of fundamental solutionpartial differential equationsdifferential equationsnumerical method for partial differential equation

A Simpson's-Type Second Derivative Method for Stiff Systems. International Journal of Pure and Apllied Mathematics (2012)

differential equationsnumerical mathematicsnumerical analysisboundary value problemsnumerical treatmentnumerical method for partial differential equationcomputational mechanicsmethod of fundamental solutionnonlinear analysispartial differential equationsapplied mathematicsordinary differential equations

On 4-Move Equivalence Classes of Knots and Links of Two Components. Journal of Knot Theory and Its Ramifications (2011)

M. K. DABKOWSKIS. JABLANN. A. KHANR. K. SAHI

knot theorytopology

Boundary Value Technique for Initial Value Problems Based on Adams-Type Second Derivative Methods. International Journal of Mathematical Education in Science and Technology (2010)

numerical algorithmsnumerical analysisboundary value problemsnumerical treatmentboundary value techniqueboundary element methodsapplied mathematicsmethod of fundamental solutionpartial differential equationsinitial value problemsdifferential equationsnumerical method for partial differential equation

New Invariant of 4-Moves. Journal of Knot Theory and Its Ramifications (2007)

M. K. DABKOWSKIR. K. SAHI

topological invariantsknot theorytopologystring theory

1
10 / page

Ramanjit K. Sahi

Austin Peay State University

Affiliations

Austin Peay State University

College of Business

Department Of Accounting, Finance, And Economics

College of Science, Technology, Engineering, and Mathematics

Mathematics and Statistics

Department Of Computer Science And Quantitative Methods

Department Of Mathematics And Computer Science

NoneRamanjit K. Sahi is currently serving as a Austin Peay State University faculty at Austin Peay State University.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Ramanjit K. Sahi

Austin Peay State University

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Quantifying Credit Risk in Lending Industry: A Monte Carlo Simulation Approach. (2024)

financial economicsrisk managementcredit marketsfinancial risk managementeconomicsfinancequantitative analysis (finance)bank marketingfinancial stabilitycredit riskfinancial modelinglending industry

Exponentially Fitted Block Backward Differentiation Formulas for Pricing Options. Cogent Economics & Finance (2021)

S. N. JatorR. K. SahiM. I. AkinyemiD. Nyonna

financial economicseconomicsfinancequantitative analysis (finance)empirical financeoption pricingpricing optionsasset pricing

Machine Learning Techniques Applied to Predict Tropospheric Ozone in a Semi-Arid Climate Region. Mathematics (2021)

Continuous Fourth Derivative Method for Third Order Boundary Value Problems. International Journal of Pure and Apllied Mathematics (2013)

A Simpson's-Type Second Derivative Method for Stiff Systems. International Journal of Pure and Apllied Mathematics (2012)

On 4-Move Equivalence Classes of Knots and Links of Two Components. Journal of Knot Theory and Its Ramifications (2011)

M. K. DABKOWSKIS. JABLANN. A. KHANR. K. SAHI

knot theorytopology

Boundary Value Technique for Initial Value Problems Based on Adams-Type Second Derivative Methods. International Journal of Mathematical Education in Science and Technology (2010)

New Invariant of 4-Moves. Journal of Knot Theory and Its Ramifications (2007)

M. K. DABKOWSKIR. K. SAHI

topological invariantsknot theorytopologystring theory

1
10 / page