DOIAbstract
AbstractThe derivative of a real, continuous function (and, in fact, of a more general one) can be defined in a way which is intuitively and geometrically suggestive but avoids limit of a difference quotient
AbstractThe derivative of a real, continuous function (and, in fact, of a more general one) can be defined in a way which is intuitively and geometrically suggestive but avoids limit of a difference quotient
We provide a simple example showing that the tangential derivative of a continuous function φ can va...
The critical analysis of the foundations of the differential calculus is proposed. Methodological ba...
This paper presents the computing method for the derivative of geometric series without using the di...
AbstractThe introduction of derivative, avoiding limit of a quotient difference, given recently by O...
AbstractThe derivative of a real, continuous function (and, in fact, of a more general one) can be d...
We know that if a function is differentiable, then it is continuous. What, if anything, do we know ...
Continuity is relevant for the real numbers and functions, namely to understand singularities and ju...
Purpose: This book is intended to supplement our text, Calculus (Benjamin/Cummings, 1980), or virtua...
AbstractUsing elementary ideas and techniques, we prove (Theorem 2) that for a nonconstant different...
It is shown conditions on derivatives can be expressed in a discrete manner without any requirements...
The concept of a limit presents considerable problems to many students, yet often the derivative is ...
The article provides a brief overview of the origin of the derivative, also discusses the issues tha...
Доказываются основные теоремы о дифференцируемых функциях с помощью определения производной, в котор...
AbstractIn the theory of combinatorial generating functions one can use the differential calculus wi...
Abstract. The Schwarz derivative of a real-valued function of a real variable F is de\u85ned at the ...
We provide a simple example showing that the tangential derivative of a continuous function φ can va...
The critical analysis of the foundations of the differential calculus is proposed. Methodological ba...
This paper presents the computing method for the derivative of geometric series without using the di...
AbstractThe introduction of derivative, avoiding limit of a quotient difference, given recently by O...
AbstractThe derivative of a real, continuous function (and, in fact, of a more general one) can be d...
We know that if a function is differentiable, then it is continuous. What, if anything, do we know ...
Continuity is relevant for the real numbers and functions, namely to understand singularities and ju...
Purpose: This book is intended to supplement our text, Calculus (Benjamin/Cummings, 1980), or virtua...
AbstractUsing elementary ideas and techniques, we prove (Theorem 2) that for a nonconstant different...
It is shown conditions on derivatives can be expressed in a discrete manner without any requirements...
The concept of a limit presents considerable problems to many students, yet often the derivative is ...
The article provides a brief overview of the origin of the derivative, also discusses the issues tha...
Доказываются основные теоремы о дифференцируемых функциях с помощью определения производной, в котор...
AbstractIn the theory of combinatorial generating functions one can use the differential calculus wi...
Abstract. The Schwarz derivative of a real-valued function of a real variable F is de\u85ned at the ...
We provide a simple example showing that the tangential derivative of a continuous function φ can va...
The critical analysis of the foundations of the differential calculus is proposed. Methodological ba...
This paper presents the computing method for the derivative of geometric series without using the di...
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